r o f a 11 J o s h u a S e r v e s t h e L o r d O F T H E Ordinary Men and Women... Super Ordinary Power
|
|
- Joy Goodman
- 5 years ago
- Views:
Transcription
1 H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 11 J o s h u a S r v s t h L o r d H r o s o f t h F a t h C u r r c u l u m No part of ths currculum may b rpublshd wthout prmsson. Plas fl fr to copy for classroom us.
2 11 J o s h u a S r v s t h L o r d Mmory Vrs: Choos for yourslvs rght now whom you wll srv... But as for m and my famly, w wll srv th Lord. Joshua 24:15 (NIrV) Lsson Goals: #1 - Undrstand how ordnary Joshua was #2 - Dscovr what fath ld Joshua to do #3 - Dsr to lt God do xtraordnary thngs n th lf of th ordnary studnt Audnc: Young, un-churchd larnrs Adaptabl for all ags, ncludng adults (S For mor tranng on Actvts pag) Scrptur to Study: Gnss 12:6-9 Numbrs 27:12-23 Joshua 1 Joshua Srvs th Lord / pag 2
3 11 J o s h u a S r v s t h L o r d Gnss 12:6-9, Numbrs 27:12-23, Joshua 1 Who can tll m what a hro s? A hro s somon who s couragous and brav and compassonat. Thr ar hros and hrons n th Bbl. All of thm ar brav and couragous and mor, but not n th way you would xpct. Our hro: Joshua Hs Hroc Fat: Srvs God Srvng God wth your whol hart may not sound vry hroc, but lt s look at th facts and s what you thnk whn you hav hard th whol story Lt s rvw our last coupl of lssons so w ll undrstand what s happnng n our lsson today. Do you rmmbr our lsson about Moss? H was born to th popl of Isral, but rasd n th palac of Pharaoh, kng of Egypt. God usd hm to fr th popl of Isral from slavry. God ld th popl to frdom through th Rd Sa. God gav th popl ruls to lv by, th Tn Commandmnts. Thn, whn th popl arrvd at th land God had promsd thm, thy ddn t trust God. Thy ddn t blv that God could dfat th popl of th land. God s punshmnt was that thy would wandr around for forty yars n th dsrt and non of th unblvng adults would b abl to ntr th Promsd Land. Evn n God s punshmnt, H provdd vrythng thy ndd. Onc th forty yars of punshmnt was ovr, God took Moss up to a mountan to s th Promsd Land. H dd ths bcaus H knw that Moss was about to d. Moss knw ths, too, and askd God to gv th popl of Isral a ladr. Moss card for ths popl and ddn t want thm to b lk shp that don t hav a shphrd. (Numbrs 27:17b NIrV) God alrady had somon n mnd. God chos Joshua to b th nw ladr of th popl of Isral. Joshua had bn on of th twlv mn who had gon n to xplor th Promsd Land. H and Calb wr th only two of twlv mn who took God at Hs word and blvd God would hlp thm mov nto th Promsd Land. Joshua had also bn Moss hlpr ovr th last forty yars. God sad that Joshua had th ablty to b a ws ladr. (Numbrs 27:18) God told Moss to put Joshua n charg whl vryon was watchng. Gv hm som authorty. Thn th whol communty of Isral wll oby hm. (Numbrs 27:19b-20 NIrV) Moss obyd God. H prsntd Joshua to all of th popl of Isral. Thn Moss placd hs hands on Joshua. And h put hm n charg of th popl. H dd just as Joshua Srvs th Lord / pag 3
4 th Lord had drctd through Moss. (Numbrs 27:23 NIrV) Moss dd. Aftr that, God bgan to spak to Joshua. God s frst words to Joshua wr a rmndr of what Joshua alrady blvd about God. H sad, My srvant Moss s dad. Now thn, I want you and all of ths popl to gt rady to go across th Jordan Rvr. I want all of you to go nto th land I am about to gv th popl of Isral. (Joshua 1:2 NIrV) God told Joshua that all of th land was thrs, just as H had wth Abraham. (Gnss 12:5-7) It was fnally tm And Joshua would lad th popl nto th land h trustd God was gvng thm forty yars bfor As God talkd wth Joshua, H told hm ovr and ovr agan, B strong and brav. (Joshua 1:6, 7, 9) H could do ths bcaus God would b wth Joshua as long as h lvd. So, just as God gav th ordrs to Joshua, Joshua gav th ordrs to th popl. Joshua vn ncouragd th popl as God had ncouragd hm, Just b strong and brav. And whn, n th cours of takng th land, th popl bgan to turn away from God, Joshua stood frm n hs blf n God. H told th popl, But suppos you don't want to srv [God]. Thn choos for yourslvs rght now whom you wll srv. You can choos th gods your popl srvd ast of th Euphrats Rvr. Or you can choos th gods th Amorts srv. Aftr all, you ar lvng n thr land. But as for m and my famly, w wll srv th Lord. (Joshua 24:15 NIrV) N x t W k Rahab Wlcoms Sps Y O U c a n b a h r o, t o o Whn you lv a lf of fath n Jsus Chrst, you don t hav to lap tall buldngs to b a hro. Joshua srvd th Lord. Hav you chosn to srv th Lord. Wll you accpt Joshua s charg to choos today th on you wll srv? Wll t b th Lord? In our last lssons w hav sn that God spok through Moss and thn Joshua, but whn you choos to follow and srv th Lord, H bgns to spak to you and gud you. H dos ths through Hs Holy Sprt. Do you rmmbr that t s th powr of th Holy Sprt that s th dynamt n our lvs? Don t you want to xprnc that n your lf? Joshua Srvs th Lord / pag 4
5 p r - s c h o o l l s s o n Who can tll m what a hro s? A hro s somon who s couragous and brav and compassonat. Thr ar hros and hrons n th Bbl. All of thm ar brav and couragous and mor, but not n th way you would xpct. Our hro: Joshua Hs Hroc Fat: Srvs God Srvng God wth your whol hart may not sound vry hroc, but lt s look at th facts and s what you thnk whn you hav hard th whol story Whn t was tm for th popl of Isral to go nto th land God had promsd, God took Moss up to a mountan to s th Promsd Land. H dd ths bcaus H knw that Moss was about to d. Moss knw ths, too. H askd God to gv th popl of Isral a ladr. God alrady had somon n mnd. God chos Joshua to b th nw ladr of th popl of Isral. Joshua had bn on of th twlv mn who had gon n to xplor th Promsd Land. H and Calb wr th only two who blvd God would hlp thm mov nto th Promsd Land. Joshua had also bn Moss hlpr ovr th last forty yars. God sad that Joshua could b a ws ladr. (Numbrs 27:18) God told Moss to put Joshua n charg whl vryon was watchng. Moss obyd God. H prsntd Joshua to all of th popl of Isral. Thn, Moss dd. Aftr that, God bgan to spak to Joshua. God sad, My srvant Moss s dad. Now thn, I want you and all of ths popl to gt rady to go across th Jordan Rvr. I want all of you to go nto th land I am about to gv th popl of Isral. (Joshua 1:2 NIrV) God told Joshua that all of th land was thrs. It was fnally tm And Joshua would lad th popl nto th land God told Joshua to B strong and brav. (Joshua 1:6, 7, 9) H could do ths bcaus God would b wth Joshua as long as h lvd. Th popl wr not always obdnt to God, but Joshua was fathful. H told th popl, Choos for yourslvs rght now whom you wll srv... But as for m and my famly, w wll srv th Lord. (Joshua 24:15 NIrV) Joshua Srvs th Lord / pag 5
6 a c t v t s Mmory Vrs Actvty - Mak bannrs. Bannrs wr carrd nto battl bfor th army. Mak your own bannrs for th battls you fac ach day. Includ th mmory vrs. Encourag your studnts to b cratv. Contnu addng hros nams and hroc fats to your Hros Bannr. Sng Stp by Stp or othr pras songs rlatd to th lsson. Do th Math 1) Rad Gnss 46:8-27. How many popl wnt nto Egypt durng th famn? Th Answr: 70 2) What had God promsd Abraham rgardng hs dscndants? Rad Gnss 15:1-6. 3) Aftr 430 yars of slavry, how many popl cam out of th land and mad t forty yars through th dsrt? Rad Numbrs 26:1-51. Th Answr: 601, 730. Dscuss how God kps Hs promss. For mor tranng: Hav you vr wondrd how to hav succss? God told Joshua xactly what to do to hav succss. Rad th followng vrss and dscuss thm. (Joshua 1:7-8) For mor tranng: Dd you know that th popl of Isral ar stll at odds wth othr popl who lv n th Promsd Land? In fact, th popl of Isral, th Jws, arn t vn nhabtng all th land that God promsd to Abraham, Isaac, and Jacob and agan to Joshua. Do you thnk that a small pc of land s all thr s to God s proms? NO Rad Hbrws 11:8-10, What was th country thy wr rally lookng for? Havn, our ral hom. Joshua Srvs th Lord / pag 6
7 Choos for yourslvs rght now whom you wll srv... But as for m and my famly, w wll srv th Lord. Joshua 24:15 Joshua Srvs th Lord / pag 7
8 H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr H r o n T r a n n g Joshua Srvs th Lord H r o s o f t h F a t h C u r r c u l u m No part of ths currculum may b rpublshd wthout prmsson. Plas fl fr to copy for classroom us.
9 h r o t r a n n g Scrptur: Numbrs 27:12-23, Joshua 1 Mmory vrs: Choos for yourslvs rght now whom you wll srv... But as for m and my famly, w wll srv th Lord. Joshua 24:15 (NIrV) Our Hro: What dd our hro do that was so hroc? What can you do to b a Hro of th Fath? HS What powr do Hros of th Fath possss? Do you hav th powr? Rad through th Scrpturs abov. Mak not of how a nw ladr was chosn for th popl of Isral. Joshua Srvs th Lord / pag 9
10 h d d n m s s a g Can you crack th cod to fnd th Hddn Mssag? Answr th followng qustons from th lsson. Rarrang th crcld lttrs to fll n th mssng word from th mmory vrs. Th nw ladr of th popl of Isral. God allowd hm to s th Promsd Land bfor h dd. Anothr nam for th Promsd Land. for yourslvs rght now whom you wll srv... But as for m and my famly, w wll srv th Lord. Joshua 24:15 (NIrV) Joshua Srvs th Lord / pag 10
11 w o r d s a r c h B D C N F F E P M N G H O S R A E Y Y T R O F J A M E G N A A N A C S E E S V R B U N N N N G E O S J O V W D E Y A R P S E S O M E S I W Y G E A W I N S D T C I L W S I S I S E H E H E T E L L V E L E N U D E D R A O E I H L D D A J L S O D S R N S D L N C V O X P E O R E T I A A H I R R E R P D S T E N M O L D T R D H S O G O R C S N F N O I T E M Y P T O E C W P R O M I S E D L A N D - forty yars - Moss wll d - ss Canaan - Moss prayd - nw ladr - Joshua chosn - promsd land - wll ntr - srv th Lord Joshua Srvs th Lord / pag 11
12 h Answr Pag d d n m s s a g Can you crack th cod to fnd th Hddn Mssag? Answr th followng qustons from th lsson. Rarrang th crcld lttrs to fll n th mssng word from th mmory vrs. J O S H U A Th nw ladr of th popl of Isral. M O S E S God allowd hm to s th Promsd Land bfor h dd. C A N A A N Anothr nam for th Promsd Land. Choos for yourslvs rght now whom you wll srv... But as for m and my famly, w wll srv th Lord. Joshua 24:15 (NIrV) Joshua Srvs th Lord / pag 12
13 w o r Answr Pag d s a r c h B D C N F F E P M N G H O S R A E Y Y T R O F J A M E G N A A N A C S E E S V R B U N N N N G E O S J O V W D E Y A R P S E S O M E S I W Y G E A W I N S D T C I L W S I S I S E H E H E T E L L V E L E N U D E D R A O E I H L D D A J L S O D S R N S D L N C V O X P E O R E T I A A H I R R E R P D S T E N M O L D T R D H S O G O R C S N F N O I T E M Y P T O E C W P R O M I S E D L A N D - forty yars - Moss wll d - ss Canaan - Moss prayd - nw ladr - Joshua chosn - promsd land - wll ntr - srv th Lord Joshua Srvs th Lord / pag 13
r o f a O F T H E Ordinary Men and Women... Super Ordinary Power H e r o e s o f t h e F a i t h C u r r i c u l u m
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 36 T h C n t u r o n s G r a t F a t h H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum
More informationr o f a O F T H E C a l e b E x p l o r e s t h e P r o m i s e d L a n d Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 10 C a l b E x p l o r s t h P r o m s d L a n d H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths
More informationr o f a 13 D e b o r a h L e a d s I s r a e l O F T H E Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 13 D b o r a h L a d s I s r a l H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum may
More informationr o f a O F T H E Y e a r O l d A b r a h a m H a s a S o n Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 5 1 0 0 Y a r O l d A b r a h a m H a s a S o n H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths
More informationr o f a 24 T h e E i g h t Y e a r O l d K I n g O F T H E Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 24 T h E g h t Y a r O l d K I n g H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum may
More informationr o f a O F T H E G i d e o n W i n s B a t t l e W i t h O n l y M e n Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 14 G d o n W n s B a t t l W t h O n l y 3 0 0 M n H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of
More informationr o f a 15 J e s u s D e f e a t s D e a t h O F T H E Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 15 J s u s D f a t s D a t h H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum may b rpublshd
More informationr o f a O F T H E J o h n... S o n o f T h u n d e r! Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 35 J o h n... S o n o f T h u n d r H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum may
More informationr o f a O F T H E N o a h b u i l d s b o a t o n d r y l a n d Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 3 N o a h b u l d s b o a t o n d r y l a n d H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum
More informationr o f a 7 J o s e p h S a v e s E g y p t O F T H E Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 7 J o s p h S a v s E g y p t H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum may b rpublshd
More informationr o f a 23 H e z e k i a h : L o y a l t o G o d O F T H E Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 23 H z k a h : L o y a l t o G o d H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum may
More informationr o f a O F T H E T i m o t h y - A n E x a m p l e f o r B e l i e v e r s Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 47 T m o t h y - A n E x a m p l f o r B l v r s H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths
More informationr o f a O F T H E E s t h e r R i s k s H e r L i f e t o S a v e H e r P e o p l e Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 28 E s t h r R s k s H r L f t o S a v H r P o p l H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of
More informationr o f a O F T H E P h i l i p - a f a i t h f u l w i t n e s s Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 46 P h l p - a f a t h f u l w t n s s H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum
More informationr o f a 43 S i l a s T r a v e l s w i t h P a u l O F T H E Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 43 S l a s T r a v l s w t h P a u l H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum
More informationr o f a O F T H E N e h e m i a h F e a r l e s s i n H i s e f f o r t s t o R e b u i l d W a l l o f J e r u s a l e m
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 29 N h m a h F a r l s s n H s f f o r t s t o R b u l d W a l l o f J r u s a l m H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org
More informationr o f a O F T H E J e s u s - R e t u r n i n g K i n g Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 48 J s u s - R t u r n n g K n g H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum may
More informationr o f a O F T H E S a m s o n : A T r a g i c S t o r y Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 16 S a m s o n : A T r a g c S t o r y H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part of ths currculum
More informationr o f a O F T H E M o r d e c a i H a l t s P l o t A g a i n s t t h e K i n g Ordinary Men and Women... Super Ordinary Power
H s O F T H E r o f a t H Ordnary Mn and Womn... Supr Ordnary Powr 27 M o r d c a H a l t s P l o t A g a n s t t h K n g H r o s o f t h F a t h C u r r c u l u m 2 0 1 2 www.mssonarlngton.org No part
More informationWant to go a-courtin but not allowed to dance? Well then, try this once popular party game as a way to get to know each other.
fiddl, piano party gam, circl danc Want to go a-courtin but not allowd to danc? Wll thn, try this onc popular party gam as a way to gt to know ach othr. Ky G, first not do(g) Squar/Circl Danc d d d d d
More informationSummer Reading Activities!
HOOT FLUSH SCAT CHOMP From Bstslling Author Summr Rading Activitis! Flush Word Find Can you find all 14 words in th puzzl blow? S W I M E N J L P H S P A R R D A Z A G A Z E I B H O T L V S C N U D H I
More informationHigher order derivatives
Robrto s Nots on Diffrntial Calculus Chaptr 4: Basic diffrntiation ruls Sction 7 Highr ordr drivativs What you nd to know alrady: Basic diffrntiation ruls. What you can larn hr: How to rpat th procss of
More informationLucas Test is based on Euler s theorem which states that if n is any integer and a is coprime to n, then a φ(n) 1modn.
Modul 10 Addtonal Topcs 10.1 Lctur 1 Prambl: Dtrmnng whthr a gvn ntgr s prm or compost s known as prmalty tstng. Thr ar prmalty tsts whch mrly tll us whthr a gvn ntgr s prm or not, wthout gvng us th factors
More informationFirst derivative analysis
Robrto s Nots on Dirntial Calculus Chaptr 8: Graphical analysis Sction First drivativ analysis What you nd to know alrady: How to us drivativs to idntiy th critical valus o a unction and its trm points
More informationCOHORT MBA. Exponential function. MATH review (part2) by Lucian Mitroiu. The LOG and EXP functions. Properties: e e. lim.
MTH rviw part b Lucian Mitroiu Th LOG and EXP functions Th ponntial function p : R, dfind as Proprtis: lim > lim p Eponntial function Y 8 6 - -8-6 - - X Th natural logarithm function ln in US- log: function
More informationLearning All About. Mary. Creative. Communications. Sample
Larnng All Abu Mary Hal Mary... Yu v prbably hard hs wrds a l. Mayb yu say hs prayr. Bu hav yu vr wndrd why w say? Wha abu all h sngs, saus and fas days ddcad Mary? Why d w hnr Mary s much? Frs, hnk abu
More informationu r du = ur+1 r + 1 du = ln u + C u sin u du = cos u + C cos u du = sin u + C sec u tan u du = sec u + C e u du = e u + C
Tchniqus of Intgration c Donald Kridr and Dwight Lahr In this sction w ar going to introduc th first approachs to valuating an indfinit intgral whos intgrand dos not hav an immdiat antidrivativ. W bgin
More informationAlpha and beta decay equation practice
Alpha and bta dcay quation practic Introduction Alpha and bta particls may b rprsntd in quations in svral diffrnt ways. Diffrnt xam boards hav thir own prfrnc. For xampl: Alpha Bta α β alpha bta Dspit
More informationCS 6353 Compiler Construction, Homework #1. 1. Write regular expressions for the following informally described languages:
CS 6353 Compilr Construction, Homwork #1 1. Writ rgular xprssions for th following informally dscribd languags: a. All strings of 0 s and 1 s with th substring 01*1. Answr: (0 1)*01*1(0 1)* b. All strings
More informationConsider a system of 2 simultaneous first order linear equations
Soluon of sysms of frs ordr lnar quaons onsdr a sysm of smulanous frs ordr lnar quaons a b c d I has h alrna mar-vcor rprsnaon a b c d Or, n shorhand A, f A s alrady known from con W know ha h abov sysm
More informationSection 6.1. Question: 2. Let H be a subgroup of a group G. Then H operates on G by left multiplication. Describe the orbits for this operation.
MAT 444 H Barclo Spring 004 Homwork 6 Solutions Sction 6 Lt H b a subgroup of a group G Thn H oprats on G by lft multiplication Dscrib th orbits for this opration Th orbits of G ar th right costs of H
More informationEEO 401 Digital Signal Processing Prof. Mark Fowler
EEO 401 Digital Signal Procssing Prof. Mark Fowlr Dtails of th ot St #19 Rading Assignmnt: Sct. 7.1.2, 7.1.3, & 7.2 of Proakis & Manolakis Dfinition of th So Givn signal data points x[n] for n = 0,, -1
More informationSCIENCE Student Book. 3rd Grade Unit 2
SCIENCE Studnt Book 3rd Grad Unit 2 Unit 2 PLANTS SCIENCE 302 PLANTS Introduction 3 1. Plant Parts...4 Roots 6 Stms 8 Lavs 10 Food Storag Parts 11 Slf Tst 1 15 2. Plant Growth... 17 Watr and Minrals 18
More informationDerangements and Applications
2 3 47 6 23 Journal of Intgr Squncs, Vol. 6 (2003), Articl 03..2 Drangmnts and Applications Mhdi Hassani Dpartmnt of Mathmatics Institut for Advancd Studis in Basic Scincs Zanjan, Iran mhassani@iasbs.ac.ir
More informationMA 262, Spring 2018, Final exam Version 01 (Green)
MA 262, Spring 218, Final xam Vrsion 1 (Grn) INSTRUCTIONS 1. Switch off your phon upon ntring th xam room. 2. Do not opn th xam booklt until you ar instructd to do so. 3. Bfor you opn th booklt, fill in
More informationDifferential Equations
Prfac Hr ar m onlin nots for m diffrntial quations cours that I tach hr at Lamar Univrsit. Dspit th fact that ths ar m class nots, th should b accssibl to anon wanting to larn how to solv diffrntial quations
More informationDealing with quantitative data and problem solving life is a story problem! Attacking Quantitative Problems
Daling with quantitati data and problm soling lif is a story problm! A larg portion of scinc inols quantitati data that has both alu and units. Units can sa your butt! Nd handl on mtric prfixs Dimnsional
More informationorbiting electron turns out to be wrong even though it Unfortunately, the classical visualization of the
Lctur 22-1 Byond Bohr Modl Unfortunatly, th classical visualization of th orbiting lctron turns out to b wrong vn though it still givs us a simpl way to think of th atom. Quantum Mchanics is ndd to truly
More informationEECE 301 Signals & Systems Prof. Mark Fowler
EECE 301 Signals & Systms Prof. Mark Fowlr ot St #21 D-T Signals: Rlation btwn DFT, DTFT, & CTFT 1/16 W can us th DFT to implmnt numrical FT procssing This nabls us to numrically analyz a signal to find
More information(1) Then we could wave our hands over this and it would become:
MAT* K285 Spring 28 Anthony Bnoit 4/17/28 Wk 12: Laplac Tranform Rading: Kohlr & Johnon, Chaptr 5 to p. 35 HW: 5.1: 3, 7, 1*, 19 5.2: 1, 5*, 13*, 19, 45* 5.3: 1, 11*, 19 * Pla writ-up th problm natly and
More informationph People Grade Level: basic Duration: minutes Setting: classroom or field site
ph Popl Adaptd from: Whr Ar th Frogs? in Projct WET: Curriculum & Activity Guid. Bozman: Th Watrcours and th Council for Environmntal Education, 1995. ph Grad Lvl: basic Duration: 10 15 minuts Stting:
More informationu x v x dx u x v x v x u x dx d u x v x u x v x dx u x v x dx Integration by Parts Formula
7. Intgration by Parts Each drivativ formula givs ris to a corrsponding intgral formula, as w v sn many tims. Th drivativ product rul yilds a vry usful intgration tchniqu calld intgration by parts. Starting
More informationFunction Spaces. a x 3. (Letting x = 1 =)) a(0) + b + c (1) = 0. Row reducing the matrix. b 1. e 4 3. e 9. >: (x = 1 =)) a(0) + b + c (1) = 0
unction Spacs Prrquisit: Sction 4.7, Coordinatization n this sction, w apply th tchniqus of Chaptr 4 to vctor spacs whos lmnts ar functions. Th vctor spacs P n and P ar familiar xampls of such spacs. Othr
More informationCHAPTER 33: PARTICLE PHYSICS
Collg Physcs Studnt s Manual Chaptr 33 CHAPTER 33: PARTICLE PHYSICS 33. THE FOUR BASIC FORCES 4. (a) Fnd th rato of th strngths of th wak and lctromagntc forcs undr ordnary crcumstancs. (b) What dos that
More informationECE 2210 / 00 Phasor Examples
EE 0 / 00 Phasor Exampls. Add th sinusoidal voltags v ( t ) 4.5. cos( t 30. and v ( t ) 3.. cos( t 5. v ( t) using phasor notation, draw a phasor diagram of th thr phasors, thn convrt back to tim domain
More informationBrief Introduction to Statistical Mechanics
Brif Introduction to Statistical Mchanics. Purpos: Ths nots ar intndd to provid a vry quick introduction to Statistical Mchanics. Th fild is of cours far mor vast than could b containd in ths fw pags.
More informationPartial Derivatives: Suppose that z = f(x, y) is a function of two variables.
Chaptr Functions o Two Variabls Applid Calculus 61 Sction : Calculus o Functions o Two Variabls Now that ou hav som amiliarit with unctions o two variabls it s tim to start appling calculus to hlp us solv
More informationIntroduction to Arithmetic Geometry Fall 2013 Lecture #20 11/14/2013
18.782 Introduction to Arithmtic Gomtry Fall 2013 Lctur #20 11/14/2013 20.1 Dgr thorm for morphisms of curvs Lt us rstat th thorm givn at th nd of th last lctur, which w will now prov. Thorm 20.1. Lt φ:
More informationElectrochemistry L E O
Rmmbr from CHM151 A rdox raction in on in which lctrons ar transfrrd lctrochmistry L O Rduction os lctrons xidation G R ain lctrons duction W can dtrmin which lmnt is oxidizd or rducd by assigning oxidation
More informationPropositional Logic. Combinatorial Problem Solving (CPS) Albert Oliveras Enric Rodríguez-Carbonell. May 17, 2018
Propositional Logic Combinatorial Problm Solving (CPS) Albrt Olivras Enric Rodríguz-Carbonll May 17, 2018 Ovrviw of th sssion Dfinition of Propositional Logic Gnral Concpts in Logic Rduction to SAT CNFs
More informationLecture 37 (Schrödinger Equation) Physics Spring 2018 Douglas Fields
Lctur 37 (Schrödingr Equation) Physics 6-01 Spring 018 Douglas Filds Rducd Mass OK, so th Bohr modl of th atom givs nrgy lvls: E n 1 k m n 4 But, this has on problm it was dvlopd assuming th acclration
More informationPHA 5127 Answers Homework 2 Fall 2001
PH 5127 nswrs Homwork 2 Fall 2001 OK, bfor you rad th answrs, many of you spnt a lot of tim on this homwork. Plas, nxt tim if you hav qustions plas com talk/ask us. Thr is no nd to suffr (wll a littl suffring
More informationWhere k is either given or determined from the data and c is an arbitrary constant.
Exponntial growth and dcay applications W wish to solv an quation that has a drivativ. dy ky k > dx This quation says that th rat of chang of th function is proportional to th function. Th solution is
More informationGeneral Notes About 2007 AP Physics Scoring Guidelines
AP PHYSICS C: ELECTRICITY AND MAGNETISM 2007 SCORING GUIDELINES Gnral Nots About 2007 AP Physics Scoring Guidlins 1. Th solutions contain th most common mthod of solving th fr-rspons qustions and th allocation
More information5.80 Small-Molecule Spectroscopy and Dynamics
MIT OpnCoursWar http://ocw.mit.du 5.80 Small-Molcul Spctroscopy and Dynamics Fall 008 For information about citing ths matrials or our Trms of Us, visit: http://ocw.mit.du/trms. Lctur # 3 Supplmnt Contnts
More informationChapter 6 Folding. Folding
Chaptr 6 Folding Wintr 1 Mokhtar Abolaz Folding Th folding transformation is usd to systmatically dtrmin th control circuits in DSP architctur whr multipl algorithm oprations ar tim-multiplxd to a singl
More informationAdvanced Queueing Theory. M/G/1 Queueing Systems
Advand Quung Thory Ths slds ar rad by Dr. Yh Huang of Gorg Mason Unvrsy. Sudns rgsrd n Dr. Huang's ourss a GMU an ma a sngl mahn-radabl opy and prn a sngl opy of ah sld for hr own rfrn, so long as ah sld
More informationStrongly Connected Components
Strongly Connctd Componnts Lt G = (V, E) b a dirctd graph Writ if thr is a path from to in G Writ if and is an quivalnc rlation: implis and implis s quivalnc classs ar calld th strongly connctd componnts
More information3 2x. 3x 2. Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB
Math B Intgration Rviw (Solutions) Do ths intgrals. Solutions ar postd at th wbsit blow. If you hav troubl with thm, sk hlp immdiatly! () 8 d () 5 d () d () sin d (5) d (6) cos d (7) d www.clas.ucsb.du/staff/vinc
More informationLecture 4: Parsing. Administrivia
Adminitrivia Lctur 4: Paring If you do not hav a group, pla pot a rqut on Piazzza ( th Form projct tam... itm. B ur to updat your pot if you find on. W will aign orphan to group randomly in a fw day. Programming
More informationSource code. where each α ij is a terminal or nonterminal symbol. We say that. α 1 α m 1 Bα m+1 α n α 1 α m 1 β 1 β p α m+1 α n
Adminitrivia Lctur : Paring If you do not hav a group, pla pot a rqut on Piazzza ( th Form projct tam... itm. B ur to updat your pot if you find on. W will aign orphan to group randomly in a fw day. Programming
More informationPreview. Graph. Graph. Graph. Graph Representation. Graph Representation 12/3/2018. Graph Graph Representation Graph Search Algorithms
/3/0 Prvw Grph Grph Rprsntton Grph Srch Algorthms Brdth Frst Srch Corrctnss of BFS Dpth Frst Srch Mnmum Spnnng Tr Kruskl s lgorthm Grph Drctd grph (or dgrph) G = (V, E) V: St of vrt (nod) E: St of dgs
More informationMEMORIAL UNIVERSITY OF NEWFOUNDLAND
MEMORIAL UNIVERSITY OF NEWFOUNDLAND DEPARTMENT OF MATHEMATICS AND STATISTICS Midtrm Examination Statistics 2500 001 Wintr 2003 Nam: Studnt No: St by Dr. H. Wang OFFICE USE ONLY Mark: Instructions: 1. Plas
More informationGradebook & Midterm & Office Hours
Your commnts So what do w do whn on of th r's is 0 in th quation GmM(1/r-1/r)? Do w nd to driv all of ths potntial nrgy formulas? I don't undrstand springs This was th first lctur I actually larnd somthing
More informationBasic Logic Review. Rules. Lecture Roadmap Combinational Logic. Textbook References. Basic Logic Gates (2-input versions)
Lctur Roadmap ombinational Logic EE 55 Digital Systm Dsign with VHDL Lctur Digital Logic Rrshr Part ombinational Logic Building Blocks Basic Logic Rviw Basic Gats D Morgan s Law ombinational Logic Building
More information4037 ADDITIONAL MATHEMATICS
CAMBRIDGE INTERNATIONAL EXAMINATIONS GCE Ordinary Lvl MARK SCHEME for th Octobr/Novmbr 0 sris 40 ADDITIONAL MATHEMATICS 40/ Papr, maimum raw mark 80 This mark schm is publishd as an aid to tachrs and candidats,
More informationThe Matrix Exponential
Th Matrix Exponntial (with xrciss) by D. Klain Vrsion 207.0.05 Corrctions and commnts ar wlcom. Th Matrix Exponntial For ach n n complx matrix A, dfin th xponntial of A to b th matrix A A k I + A + k!
More informationThat is, we start with a general matrix: And end with a simpler matrix:
DIAGON ALIZATION OF THE STR ESS TEN SOR INTRO DUCTIO N By th us of Cauchy s thorm w ar abl to rduc th numbr of strss componnts in th strss tnsor to only nin valus. An additional simplification of th strss
More informationAddition of angular momentum
Addition of angular momntum April, 07 Oftn w nd to combin diffrnt sourcs of angular momntum to charactriz th total angular momntum of a systm, or to divid th total angular momntum into parts to valuat
More informationcycle that does not cross any edges (including its own), then it has at least
W prov th following thorm: Thorm If a K n is drawn in th plan in such a way that it has a hamiltonian cycl that dos not cross any dgs (including its own, thn it has at last n ( 4 48 π + O(n crossings Th
More informationGEOMETRICAL PHENOMENA IN THE PHYSICS OF SUBATOMIC PARTICLES. Eduard N. Klenov* Rostov-on-Don, Russia
GEOMETRICAL PHENOMENA IN THE PHYSICS OF SUBATOMIC PARTICLES Eduard N. Klnov* Rostov-on-Don, Russia Th articl considrs phnomnal gomtry figurs bing th carrirs of valu spctra for th pairs of th rmaining additiv
More informationUnit 6: Solving Exponential Equations and More
Habrman MTH 111 Sction II: Eonntial and Logarithmic Functions Unit 6: Solving Eonntial Equations and Mor EXAMPLE: Solv th quation 10 100 for. Obtain an act solution. This quation is so asy to solv that
More informationA Propagating Wave Packet Group Velocity Dispersion
Lctur 8 Phys 375 A Propagating Wav Packt Group Vlocity Disprsion Ovrviw and Motivation: In th last lctur w lookd at a localizd solution t) to th 1D fr-particl Schrödingr quation (SE) that corrsponds to
More informationEEO 401 Digital Signal Processing Prof. Mark Fowler
EEO 401 Digital Signal Procssing Prof. Mark Fowlr ot St #18 Introduction to DFT (via th DTFT) Rading Assignmnt: Sct. 7.1 of Proakis & Manolakis 1/24 Discrt Fourir Transform (DFT) W v sn that th DTFT is
More informationThe Matrix Exponential
Th Matrix Exponntial (with xrciss) by Dan Klain Vrsion 28928 Corrctions and commnts ar wlcom Th Matrix Exponntial For ach n n complx matrix A, dfin th xponntial of A to b th matrix () A A k I + A + k!
More informationEconomics 201b Spring 2010 Solutions to Problem Set 3 John Zhu
Economics 20b Spring 200 Solutions to Problm St 3 John Zhu. Not in th 200 vrsion of Profssor Andrson s ctur 4 Nots, th charactrization of th firm in a Robinson Cruso conomy is that it maximizs profit ovr
More informationThe van der Waals interaction 1 D. E. Soper 2 University of Oregon 20 April 2012
Th van dr Waals intraction D. E. Sopr 2 Univrsity of Orgon 20 pril 202 Th van dr Waals intraction is discussd in Chaptr 5 of J. J. Sakurai, Modrn Quantum Mchanics. Hr I tak a look at it in a littl mor
More informationOn the Hamiltonian of a Multi-Electron Atom
On th Hamiltonian of a Multi-Elctron Atom Austn Gronr Drxl Univrsity Philadlphia, PA Octobr 29, 2010 1 Introduction In this papr, w will xhibit th procss of achiving th Hamiltonian for an lctron gas. Making
More information4. Money cannot be neutral in the short-run the neutrality of money is exclusively a medium run phenomenon.
PART I TRUE/FALSE/UNCERTAIN (5 points ach) 1. Lik xpansionary montary policy, xpansionary fiscal policy rturns output in th mdium run to its natural lvl, and incrass prics. Thrfor, fiscal policy is also
More informationECE602 Exam 1 April 5, You must show ALL of your work for full credit.
ECE62 Exam April 5, 27 Nam: Solution Scor: / This xam is closd-book. You must show ALL of your work for full crdit. Plas rad th qustions carfully. Plas chck your answrs carfully. Calculators may NOT b
More information4. (5a + b) 7 & x 1 = (3x 1)log 10 4 = log (M1) [4] d = 3 [4] T 2 = 5 + = 16 or or 16.
. 7 7 7... 7 7 (n )0 7 (M) 0(n ) 00 n (A) S ((7) 0(0)) (M) (7 00) 8897 (A). (5a b) 7 7... (5a)... (M) 7 5 5 (a b ) 5 5 a b (M)(A) So th cofficint is 75 (A) (C) [] S (7 7) (M) () 8897 (A) (C) [] 5. x.55
More informationEngineering 323 Beautiful HW #13 Page 1 of 6 Brown Problem 5-12
Enginring Bautiful HW #1 Pag 1 of 6 5.1 Two componnts of a minicomputr hav th following joint pdf for thir usful liftims X and Y: = x(1+ x and y othrwis a. What is th probability that th liftim X of th
More informationMor Tutorial at www.dumblittldoctor.com Work th problms without a calculator, but us a calculator to chck rsults. And try diffrntiating your answrs in part III as a usful chck. I. Applications of Intgration
More informationChemical Physics II. More Stat. Thermo Kinetics Protein Folding...
Chmical Physics II Mor Stat. Thrmo Kintics Protin Folding... http://www.nmc.ctc.com/imags/projct/proj15thumb.jpg http://nuclarwaponarchiv.org/usa/tsts/ukgrabl2.jpg http://www.photolib.noaa.gov/corps/imags/big/corp1417.jpg
More informationPhysics 256: Lecture 2. Physics
Physcs 56: Lctur Intro to Quantum Physcs Agnda for Today Complx Numbrs Intrfrnc of lght Intrfrnc Two slt ntrfrnc Dffracton Sngl slt dffracton Physcs 01: Lctur 1, Pg 1 Constructv Intrfrnc Ths wll occur
More informationReview - Probabilistic Classification
Mmoral Unvrsty of wfoundland Pattrn Rcognton Lctur 8 May 5, 6 http://www.ngr.mun.ca/~charlsr Offc Hours: Tusdays Thursdays 8:3-9:3 PM E- (untl furthr notc) Gvn lablld sampls { ɛc,,,..., } {. Estmat Rvw
More informationCS 361 Meeting 12 10/3/18
CS 36 Mting 2 /3/8 Announcmnts. Homwork 4 is du Friday. If Friday is Mountain Day, homwork should b turnd in at my offic or th dpartmnt offic bfor 4. 2. Homwork 5 will b availabl ovr th wknd. 3. Our midtrm
More informationEven/Odd Mode Analysis of the Wilkinson Divider
//9 Wilkinn Dividr Evn and Odd Md Analyi.dc / Evn/Odd Md Analyi f th Wilkinn Dividr Cnidr a matchd Wilkinn pwr dividr, with a urc at prt : Prt Prt Prt T implify thi chmatic, w rmv th grund plan, which
More informationEXST Regression Techniques Page 1
EXST704 - Rgrssion Tchniqus Pag 1 Masurmnt rrors in X W hav assumd that all variation is in Y. Masurmnt rror in this variabl will not ffct th rsults, as long as thy ar uncorrlatd and unbiasd, sinc thy
More informationI Will Pass Over You [===========================[
I Will Pass Ovr You F G 7 4 x x h x x h 1 hrist our r-dm-r did on th cross; did for th sin-nr, paid all his du 2 hif st of sin nrs Y-shu a will sav; all has prom-isd, that will do 3 O grat com-pas-sion,
More informationHeisenberg Model. Sayed Mohammad Mahdi Sadrnezhaad. Supervisor: Prof. Abdollah Langari
snbrg Modl Sad Mohammad Mahd Sadrnhaad Survsor: Prof. bdollah Langar bstract: n ths rsarch w tr to calculat analtcall gnvalus and gnvctors of fnt chan wth ½-sn artcls snbrg modl. W drov gnfuctons for closd
More information0 +1e Radionuclides - can spontaneously emit particles and radiation which can be expressed by a nuclear equation.
Radioactivity Radionuclids - can spontanously mit particls and radiation which can b xprssd by a nuclar quation. Spontanous Emission: Mass and charg ar consrvd. 4 2α -β Alpha mission Bta mission 238 92U
More informationLecture 14. Relic neutrinos Temperature at neutrino decoupling and today Effective degeneracy factor Neutrino mass limits Saha equation
Lctur Rlc nutrnos mpratur at nutrno dcoupln and today Effctv dnracy factor Nutrno mass lmts Saha quaton Physcal Cosmoloy Lnt 005 Rlc Nutrnos Nutrnos ar wakly ntractn partcls (lptons),,,,,,, typcal ractons
More informationsection 1 Influencing Change Toolkit How to: Influence People
Influncing Chang Tlkit Hw t: Influnc Ppl Influncing ppl mans having an ffct n thm, changing r mdifying thir viw. In rdr t influnc chang, w nd t influnc th ppl wh ar in a psitin t mak that chang happn.
More informationMath 34A. Final Review
Math A Final Rviw 1) Us th graph of y10 to find approimat valus: a) 50 0. b) y (0.65) solution for part a) first writ an quation: 50 0. now tak th logarithm of both sids: log() log(50 0. ) pand th right
More informationChapter 6 Student Lecture Notes 6-1
Chaptr 6 Studnt Lctur Nots 6-1 Chaptr Goals QM353: Busnss Statstcs Chaptr 6 Goodnss-of-Ft Tsts and Contngncy Analyss Aftr compltng ths chaptr, you should b abl to: Us th ch-squar goodnss-of-ft tst to dtrmn
More informationAPPENDIX: STATISTICAL TOOLS
I. Nots o radom samplig Why do you d to sampl radomly? APPENDI: STATISTICAL TOOLS I ordr to masur som valu o a populatio of orgaisms, you usually caot masur all orgaisms, so you sampl a subst of th populatio.
More informationDavisson Germer experiment
Announcmnts: Davisson Grmr xprimnt Homwork st 5 is today. Homwork st 6 will b postd latr today. Mad a good guss about th Nobl Priz for 2013 Clinton Davisson and Lstr Grmr. Davisson won Nobl Priz in 1937.
More informationStatistical Thermodynamics: Sublimation of Solid Iodine
c:374-7-ivap-statmch.docx mar7 Statistical Thrmodynamics: Sublimation of Solid Iodin Chm 374 For March 3, 7 Prof. Patrik Callis Purpos:. To rviw basic fundamntals idas of Statistical Mchanics as applid
More informationIn the table below, write the coordinates of each point in the figure. Point x-coordinate y-coordinate A 0 3 B 3 3 C 3 5 D 3 8 E 5 5 F 6 3 G 3 1
1 TASK 1.1.1: PATTY PAPER TRANSFORMATIONS Solutions 10 D C E A B F G -5 5 10 - - In th tabl blow, writ th s of ach pot th figur. x- y- A 0 3 B 3 3 C 3 5 D 3 E 5 5 F 3 G 3 1 1. On patty papr, trac th figur
More information