Chars Livelihoods Programme-2 Women s Empowerment Survey
|
|
|
- Rolf Lester
- 6 years ago
- Views:
Transcription
1 Womn s Empowrmnt Survy Upat on: Cars Lvloos Proramm-2 Womn s Empowrmnt Survy DATE: / / DD MM YYYY CLP Pas 1=CLP1 2=CLP2 3= Control ATP Pas: 1, 2, 3, 4 DISTRICT: UNION: IMO: NAME CODE NAME CODE UPAZILA: VILLAGE: HH HEAD: BENEFICIARY NAME: HH a nr (1 = Mal 2 = Fmal Rlon: 1=Islam, 2=Hnu, 3=Bust, 4=Crstan, 5=Otrs PLEASE ASK THE PERMISSION OF THE RESPONDENT TO ASK A SERIES OF QUESTIONS RELATED TO THEIR HOUSEHOLD. INFORM THAT AT ANY TIME THEY CAN REFUSE TO ANSWER A QUESTION IF THEY WISH. It s t rsponslty o t Enumrator to trat all rsponnts wt rspt an to omplt ts qustonnar atully an auratly. Prmsson soul sout rom t rsponnts to ask t ollown qustons an to ntr t ousol ( approprat). I m nssary, t Enumrator must rvst any ousol t ata ollt s onsr nomplt. At no tm soul t Enumrator apt anytn rom any ousol. Non-omplan wt ts ontons wll onsr ross ms-onut. It s t rsponslty o t Fl Suprvsor to nsur t qualty o t Enumrators work an onut. Ts soul av y ot spot k vsts urn ntrvws an y torouly kn vry qustonnar sumtt y t Enumrators ty ar rsponsl or. At no tm soul t Fl Suprvsor apt anytn rom any ousol. Non-omplan wt ts ontons wll onsr ross ms-onut. It s t rsponslty o t Data Entry Clrk to nsur aurat an qualty ata ntry. Enumrator Fl Suprvson Ck Data Entry Ck Nam: Nam: Nam: Dat: Dat: Dat: Womn s Empowrmnt Survy 2012 Pa 1 o 5
2 Womn s Empowrmnt Survy Upat on: Qustons 1, 2 an 3 to onut on CORE PARTICIPANTS wo ar mmrs o a MALE HEADED HOUSEHOLD ONLY. Qustons 4, 5 an 6 to onut on CORE PARTICIPANTS wo ar mmrs o a FEMALE HEADED HOUSEHOLD ONLY Qustons 7 13 to onut on ALL CORE PARTICIPANTS 1. Wo most otn maks sons n t ollown aras? Ts quston applal only or mal a partpants a T puras o small tms or t ousol or xampl ookn utnsls, soap t Wtr to tak a loan Wtr to v a loan Purasn an usn mal tratmnt an mal av or ousol mmrs Puras o t amly s lotn Manan usts, or xampl, or wat typs o oo to prov, wtr to prov ts T puras o oo or t ousol Wtr to sll a lar asst, an wat pr to sll t or ( attl, lan) Wtr or sll a small asst, an wat pr to sll t or ( oats, poultry) : 1 = Mal Housol Mmr Only, 2 = You Only, 3 = Dson s ma ontly. Total Numr o Rsponss n You an Dson s ma ontly mal HH mmr alon olumns: Mal Housol Mmr Only You Only, Dson s ma ontly. Womn s Empowrmnt Survy 2012 Pa 2 o 5
3 Womn s Empowrmnt Survy Upat on: Ts quston applal only or mal a partpants 2 At prsnt, o you pysally kp your ousol s as? 3 Ar you usually al to nlun nvstmnt sons? : 1 = Ys, 4. Wo most otn maks sons n t ollown aras? Ts quston applal only or mal a partpants a T puras o small tms or t ousol or xampl ookn utnsls, soap, osmts t Wtr to tak a loan Wtr to v a loan Purasn an usn mal tratmnt an mal av or ousol mmrs Puras o t amly s lotn Manan usts, or xampl, or wat typs o oo to prov, wtr to prov ts T puras o oo or t ousol Wtr to sll a lar asst, an wat pr to sll t or ( attl, lan) Wtr or sll a small asst, an wat pr to sll t or ( oats, poultry) : 1 = Alon, 2 = Dson s ma y anotr ousol mmr, 3 = Dson s ma y a rlatv, 4 = Otrs. Total Numr o Rsponss n You an Dson s ma ontly mal HH mmr alon olumns: Alon Dson s ma y anotr ousol mmr Dson s ma y a rlatv Otrs Ts quston applal only or mal a partpants 5 Do your rlatvs rspt you? For xampl, provn oo, takn ar o you wl you ar sk, lpn you n a rss, askn aout your alt, wtr you av atn t. 1 = Mum, 2 = Goo,3 = Vry Goo, 4 = Not rspt Womn s Empowrmnt Survy 2012 Pa 3 o 5
4 Womn s Empowrmnt Survy Upat on: Ts quston applal only or mal a partpants 6. O t ollown assts, wat s t approxmat urrnt valu o t assts you own? : 1=Ys, 2=N0 a Goats Sp Trs Crops (on las lan or sar rops) Cattl Lan Total : Otrs asst (Plas spy) Valu o Asst Ts quston applal or all or partpants 7 In t last sx monts, av you arn any mony rom atvts w you av unrtakn npnntly (w you oul arn wtout lp rom a mal ousol mmr)? For xampl slln mlk, ar wavn, slln laour. 8 Do you av your own prsonal savns (not savns own y t wol ousol)? :1 = Ys, 9 Hav otr mmrs o your ommunty ask you or av n t last sx monts? 10 In t last twlv monts, av you lp to stop onlt an / or quarrlln n anotr ousol, or twn otr ousols? Womn s Empowrmnt Survy 2012 Pa 4 o 5
5 Womn s Empowrmnt Survy Upat on: Exlun nvtatons rom loo rlatvs (atr, motr, sstr, rotr, loo unl, loo aunt), av you n nvt to attn t ollown soal oasons n t last twlv monts? A B C D E F Marra Crumson Dat rmony Rlous Oason (or xampl, mla) Otr Soal Oason (plas spy) Total Numr o Ys Rsponss : 1 = Ys 1= On or ratr, 2 = Non 12. Hav you attn any o t ollown mtns or trann n t last sx monts? a RDRS Fraton Mtn / Clu k Sool Mtn NGO Group Mtn (xlun CLP Groups) CLP Group Mtn Unon Parsa Mtn CLP Vlla Dvlopmnt Mtn Non-CLP Vlla Dvlopmnt Mtn Dsastr Manamnt Mtn Sals Sm Implmntaton Commtt Mtn Any otr mtn or trann (Plas spy) : 1 = Ys l Total Numr o Ys Rsponss 1= On or ratr n 13. Ar you urrntly a mmr o any o t ollown ommtts? a CLP SD roup ommtt Dsastr Manamnt Group Commtt : NGO Group Commtt (Exlun 1 = Ys RDRS Fraton Mtn / Clu CLP Groups) Sool Commtt Sm Implmntaton Commtt CLP Vlla Dvlopmnt Commtt Non-CLP Vlla Dvlopmnt Commtt VSL Group Commtt Any Otr Commtt (Plas spy) : 1 = Ys k Total Numr o Ys Rsponss 1= On or ratr, n Womn s Empowrmnt Survy 2012 Pa 5 o 5
Priority Search Trees - Part I
.S. 252 Pro. Rorto Taassa oputatoal otry S., 1992 1993 Ltur 9 at: ar 8, 1993 Sr: a Q ol aro Prorty Sar Trs - Part 1 trouto t last ltur, w loo at trval trs. or trval pot losur prols, ty us lar spa a optal
5/1/2018. Huffman Coding Trees. Huffman Coding Trees. Huffman Coding Trees. Huffman Coding Trees. Huffman Coding Trees. Huffman Coding Trees
/1/018 W usully no strns y ssnn -lnt os to ll rtrs n t lpt (or mpl, 8-t on n ASCII). Howvr, rnt rtrs our wt rnt rquns, w n sv mmory n ru trnsmttl tm y usn vrl-lnt non. T s to ssn sortr os to rtrs tt our
Divided. diamonds. Mimic the look of facets in a bracelet that s deceptively deep RIGHT-ANGLE WEAVE. designed by Peggy Brinkman Matteliano
RIGHT-ANGLE WEAVE Dv mons Mm t look o ts n rlt tt s ptvly p sn y Py Brnkmn Mttlno Dv your mons nto trnls o two or our olors. FCT-SCON0216_BNB66 2012 Klm Pulsn Co. Ts mtrl my not rprou n ny orm wtout prmsson
Depth First Search. Yufei Tao. Department of Computer Science and Engineering Chinese University of Hong Kong
Dprtmnt o Computr Sn n Ennrn Cns Unvrsty o Hon Kon W v lry lrn rt rst sr (BFS). Toy, w wll suss ts sstr vrson : t pt rst sr (DFS) lortm. Our susson wll on n ous on rt rps, us t xtnson to unrt rps s strtorwr.
The University of Sydney MATH 2009
T Unvrsty o Syny MATH 2009 APH THEOY Tutorl 7 Solutons 2004 1. Lt t sonnt plnr rp sown. Drw ts ul, n t ul o t ul ( ). Sow tt s sonnt plnr rp, tn s onnt. Du tt ( ) s not somorp to. ( ) A onnt rp s on n
In which direction do compass needles always align? Why?
AQA Trloy Unt 6.7 Mntsm n Eltromntsm - Hr 1 Complt t p ll: Mnt or s typ o or n t s stronst t t o t mnt. Tr r two typs o mnt pol: n. Wrt wt woul ppn twn t pols n o t mnt ntrtons low: Drw t mnt l lns on
Lecture 20: Minimum Spanning Trees (CLRS 23)
Ltur 0: Mnmum Spnnn Trs (CLRS 3) Jun, 00 Grps Lst tm w n (wt) rps (unrt/rt) n ntrou s rp voulry (vrtx,, r, pt, onnt omponnts,... ) W lso suss jny lst n jny mtrx rprsntton W wll us jny lst rprsntton unlss
Platform Controls. 1-1 Joystick Controllers. Boom Up/Down Controller Adjustments
Ston 7 - Rpr Prours Srv Mnul - Son Eton Pltorm Controls 1-1 Joystk Controllrs Mntnn oystk ontrollrs t t propr sttns s ssntl to s mn oprton. Evry oystk ontrollr soul oprt smootly n prov proportonl sp ontrol
Spanning Trees. BFS, DFS spanning tree Minimum spanning tree. March 28, 2018 Cinda Heeren / Geoffrey Tien 1
Spnnn Trs BFS, DFS spnnn tr Mnmum spnnn tr Mr 28, 2018 Cn Hrn / Gory Tn 1 Dpt-rst sr Vsts vrts lon snl pt s r s t n o, n tn ktrks to t rst junton n rsums own notr pt Mr 28, 2018 Cn Hrn / Gory Tn 2 Dpt-rst
(Minimum) Spanning Trees
(Mnmum) Spnnn Trs Spnnn trs Kruskl's lortm Novmr 23, 2017 Cn Hrn / Gory Tn 1 Spnnn trs Gvn G = V, E, spnnn tr o G s onnt surp o G wt xtly V 1 s mnml sust o s tt onnts ll t vrts o G G = Spnnn trs Novmr
Closed Monochromatic Bishops Tours
Cos Monoromt Bsops Tours Jo DMo Dprtmnt o Mtmts n Sttsts Knnsw Stt Unvrsty, Knnsw, Gor, 0, USA mo@nnsw.u My, 00 Astrt In ss, t sop s unqu s t s o to sn oor on t n wt or. Ts ms os tour n w t sop vsts vry
Dental PBRN Study: Reasons for replacement or repair of dental restorations
Dntl PBRN Stuy: Rsons or rplmnt or rpr o ntl rstortons Us ts Dt Collton Form wnvr stuy rstorton s rpl or rpr. For nrollmnt n t ollton you my rpl or rpr up to 4 rstortons, on t sm ptnt, urn snl vst. You
d e c b a d c b a d e c b a a c a d c c e b
FLAT PEYOTE STITCH Bin y mkin stoppr -- sw trou n pull it lon t tr until it is out 6 rom t n. Sw trou t in witout splittin t tr. You soul l to sli it up n own t tr ut it will sty in pl wn lt lon. Evn-Count
COMP 250. Lecture 29. graph traversal. Nov. 15/16, 2017
COMP 250 Ltur 29 rp trvrsl Nov. 15/16, 2017 1 Toy Rursv rp trvrsl pt rst Non-rursv rp trvrsl pt rst rt rst 2 Hs up! Tr wr w mstks n t sls or S. 001 or toy s ltur. So you r ollown t ltur rorns n usn ts
CMSC 451: Lecture 4 Bridges and 2-Edge Connectivity Thursday, Sep 7, 2017
Rn: Not ovr n or rns. CMSC 451: Ltr 4 Brs n 2-E Conntvty Trsy, Sp 7, 2017 Hr-Orr Grp Conntvty: (T ollown mtrl ppls only to nrt rps!) Lt G = (V, E) n onnt nrt rp. W otn ssm tt or rps r onnt, t somtms t
Maximum Matching Width: new characterizations and a fast algorithm for dominating set
Maxmum Matcn Wdt: nw caractrzatons and a ast alortm or domnatn st 정지수 (KAIST) jont work wt Sv Hortmo Sætr and Jan Arn Tll (Unvrsty o Brn) 1st Koran Worksop on Grap Tory 2015.8.27. KAIST Grap wdt paramtrs
DOCUMENT STATUS: RELEASE
RVSON STORY RV T SRPTON O Y 0-4-0 RLS OR PROUTON 5 MM -04-0 NS TRU PLOT PROUTON -- S O O OR TLS 30 MM 03-3-0 3-044 N 3-45, TS S T TON O PROTTV RM OVR. 3 05--0 LT 3-004, NOT, 3-050 3 0//00 UPT ST ROM SN,
Improving Union. Implementation. Union-by-size Code. Union-by-Size Find Analysis. Path Compression! Improving Find find(e)
POW CSE 36: Dt Struturs Top #10 T Dynm (Equvln) Duo: Unon-y-Sz & Pt Comprsson Wk!! Luk MDowll Summr Qurtr 003 M! ZING Wt s Goo Mz? Mz Construton lortm Gvn: ollton o rooms V Conntons twn t rooms (ntlly
Minimum Spanning Trees
Yufi Tao ITEE Univrsity of Qunslan In tis lctur, w will stuy anotr classic prolm: finin a minimum spannin tr of an unirct wit rap. Intrstinly, vn tou t prolm appars ratr iffrnt from SSSP (sinl sourc sortst
Math 166 Week in Review 2 Sections 1.1b, 1.2, 1.3, & 1.4
Mt 166 WIR, Sprin 2012, Bnjmin urisp Mt 166 Wk in Rviw 2 Stions 1.1, 1.2, 1.3, & 1.4 1. S t pproprit rions in Vnn irm tt orrspon to o t ollowin sts. () (B ) B () ( ) B B () (B ) B 1 Mt 166 WIR, Sprin 2012,
Grade 7/8 Math Circles March 4/5, Graph Theory I- Solutions
ulty o Mtmtis Wtrloo, Ontrio N ntr or ution in Mtmtis n omputin r / Mt irls Mr /, 0 rp Tory - Solutions * inits lln qustion. Tr t ollowin wlks on t rp low. or on, stt wtr it is pt? ow o you know? () n
A ' / 1 6 " 5 ' / 4 " A4.2 48' - 0" 3 12' - 7" 13' - 11" 10' - 0" 9' - 0" 2' - 6" 1. 2: 12 INDICATES SHOW MELT TYP ABV ABV
4. 4. 4. K ' - / " ' - / 4 " 0 ' - / " ' - 0 " ' - 0 " ' - / " 4 ' - 0 " 4. M U PPR 48' - 0" ' - ' - " 0' - 0" ' - 0" ' - ". : WOM ' - 0 " OT: PROV URROU TR OUT SVS OR UTUR SP UTTY T OR QUSTR MPUS OTO
MATERIAL SEE BOM ANGLES = 2 FINISH N/A
9 NOTS:. SSML N NSPT PR SOP 0-9... NSTLL K STKR N X L STKR TO NS O SROU WT TP. 3. PR-PK LNR RNS WT P (XTRM PRSSUR NL R ) RS OR NNRN PPROV QUVLNT. 4. OLOR TT Y T SLS ORR. RRN T MNS OM OR OMPONNTS ONTNN
SAMPLE CSc 340 EXAM QUESTIONS WITH SOLUTIONS: part 2
AMPLE C EXAM UETION WITH OLUTION: prt. It n sown tt l / wr.7888l. I Φ nots orul or pprotng t vlu o tn t n sown tt t trunton rror o ts pproton s o t or or so onstnts ; tt s Not tt / L Φ L.. Φ.. /. /.. Φ..787.
Theorem 1. An undirected graph is a tree if and only if there is a unique simple path between any two of its vertices.
Cptr 11: Trs 11.1 - Introuton to Trs Dnton 1 (Tr). A tr s onnt unrt rp wt no sp ruts. Tor 1. An unrt rp s tr n ony tr s unqu sp pt twn ny two o ts vrts. Dnton 2. A root tr s tr n w on vrtx s n snt s t
CHELOURANYAN CALENDAR FOR YEAR 3335 YEAR OF SAI RHAVË
CHELOURANYAN CALENDAR FOR YEAR YEAR OF SAI RHAVË I tou woust n unon wt our Motr, now tt tou st nvr t Hr. I tou woust sp t v o mttr, now tt tr s no mttr n no v. ~Cry Mry KEY TO CALENDAR T Dys o t W In t
4.1 Interval Scheduling. Chapter 4. Greedy Algorithms. Interval Scheduling: Greedy Algorithms. Interval Scheduling. Interval scheduling.
Cptr 4 4 Intrvl Suln Gry Alortms Sls y Kvn Wyn Copyrt 005 Prson-Ason Wsly All rts rsrv Intrvl Suln Intrvl Suln: Gry Alortms Intrvl suln! Jo strts t s n nss t! Two os omptl ty on't ovrlp! Gol: n mxmum sust
PRECAST APPROACH SLAB NOTES
ULNS TS ULN RWNS RPRSNT TYPL TLS OR T SN N TLN O PRST PPRO SLS. TS STS R NLU TO PROV N XMPL O T RTN LYOUT O TYPL PRST PPRO SL. TWO RNT PPRO SL SYSTMS R SOWN: SUR PPRO SLS: SLS TT R PL WT T TOP SUR T OR
Weighted Graphs. Weighted graphs may be either directed or undirected.
1 In mny ppltons, o rp s n ssot numrl vlu, ll wt. Usully, t wts r nonntv ntrs. Wt rps my tr rt or unrt. T wt o n s otn rrr to s t "ost" o t. In ppltons, t wt my msur o t lnt o rout, t pty o ln, t nry rqur
Edge-Triggered D Flip-flop. Formal Analysis. Fundamental-Mode Sequential Circuits. D latch: How do flip-flops work?
E-Trir D Flip-Flop Funamntal-Mo Squntial Ciruits PR A How o lip-lops work? How to analys aviour o lip-lops? R How to sin unamntal-mo iruits? Funamntal mo rstrition - only on input an an at a tim; iruit
N1.1 Homework Answers
Camrig Essntials Mathmatis Cor 8 N. Homwork Answrs N. Homwork Answrs a i 6 ii i 0 ii 3 2 Any pairs of numrs whih satisfy th alulation. For xampl a 4 = 3 3 6 3 = 3 4 6 2 2 8 2 3 3 2 8 5 5 20 30 4 a 5 a
L.3922 M.C. L.3922 M.C. L.2996 M.C. L.3909 M.C. L.5632 M.C. L M.C. L.5632 M.C. L M.C. DRIVE STAR NORTH STAR NORTH NORTH DRIVE
N URY T NORTON PROV N RRONOUS NORTON NVRTNTY PROV. SPY S NY TY OR UT T TY RY OS NOT URNT T S TT T NORTON PROV S ORRT, NSR S POSS, VRY ORT S N ON N T S T TY RY. TS NORTON S N OP RO RORS RT SU "" YW No.
A L A BA M A L A W R E V IE W
A L A BA M A L A W R E V IE W Volume 52 Fall 2000 Number 1 B E F O R E D I S A B I L I T Y C I V I L R I G HT S : C I V I L W A R P E N S I O N S A N D TH E P O L I T I C S O F D I S A B I L I T Y I N
Face Detection and Recognition. Linear Algebra and Face Recognition. Face Recognition. Face Recognition. Dimension reduction
F Dtto Roto Lr Alr F Roto C Y I Ursty O solto: tto o l trs s s ys os ot. Dlt to t to ltpl ws. F Roto Aotr ppro: ort y rry s tor o so E.. 56 56 > pot 6556- stol sp A st o s t ps to ollto o pots ts sp. F
CMPS 2200 Fall Graphs. Carola Wenk. Slides courtesy of Charles Leiserson with changes and additions by Carola Wenk
CMPS 2200 Fll 2017 Grps Crol Wnk Sls ourtsy o Crls Lsrson wt ns n tons y Crol Wnk 10/23/17 CMPS 2200 Intro. to Alortms 1 Grps Dnton. A rt rp (rp) G = (V, E) s n orr pr onsstn o st V o vrts (snulr: vrtx),
Syracuse University Art Galleries " I
Syracus Unvrsty Art Gallrs " I t',, ~ I MAG E S 0 F W 0 MEN I N J A PAN ESE P R I N T S ~y Syracus Unvrsty Art Gallrs 1 ACKNOWL EDGt~ENTS n cus ton of Art Call Vs Hrbrt Ann h ra Syracus Art vn m at Curator,
CSE 332. Data Structures and Parallelism
Am Blnk Ltur 20 Wntr 2017 CSE 332 Dt Struturs n Prlllsm CSE 332: Dt Struturs n Prlllsm Grps 1: Wt s Grp? DFS n BFS LnkLsts r to Trs s Trs r to... 1 Wr W v Bn Essntl ADTs: Lsts, Stks, Quus, Prorty Quus,
CSE 332. Graphs 1: What is a Graph? DFS and BFS. Data Abstractions. CSE 332: Data Abstractions. A Graph is a Thingy... 2
Am Blnk Ltur 19 Summr 2015 CSE 332: Dt Astrtons CSE 332 Grps 1: Wt s Grp? DFS n BFS Dt Astrtons LnkLsts r to Trs s Trs r to... 1 A Grp s Tny... 2 Wr W v Bn Essntl ADTs: Lsts, Stks, Quus, Prorty Quus, Hps,
Minimum Spanning Trees (CLRS 23)
Mnmum Spnnn Trs (CLRS 3) T prolm Rll t nton o spnnn tr: Gvn onnt, unrt rp G = (V, E), sust o s o G su tt ty onnt ll vrts n G n orm no yls s ll spnnn tr (ST) o G. Any unrt, onnt rp s spnnn tr. Atully, rp
ME 501A Seminar in Engineering Analysis Page 1
St Ssts o Ordar Drtal Equatos Novbr 7 St Ssts o Ordar Drtal Equatos Larr Cartto Mcacal Er 5A Sar Er Aalss Novbr 7 Outl Mr Rsults Rvw last class Stablt o urcal solutos Stp sz varato or rror cotrol Multstp
Shortest Paths in Graphs. Paths in graphs. Shortest paths CS 445. Alon Efrat Slides courtesy of Erik Demaine and Carola Wenk
S 445 Shortst Paths n Graphs lon frat Sls courtsy of rk man an arola Wnk Paths n raphs onsr a raph G = (V, ) wth -wht functon w : R. Th wht of path p = v v v k s fn to xampl: k = w ( p) = w( v, v + ).
Having a glimpse of some of the possibilities for solutions of linear systems, we move to methods of finding these solutions. The basic idea we shall
Hvn lps o so o t posslts or solutons o lnr systs, w ov to tos o nn ts solutons. T s w sll us s to try to sply t syst y lntn so o t vrls n so ts qutons. Tus, w rr to t to s lnton. T prry oprton nvolv s
GRAPHS IN SCIENCE. drawn correctly, the. other is not. Which. Best Fit Line # one is which?
5 9 Bt Ft L # 8 7 6 5 GRAPH IN CIENCE O of th thg ot oft a rto of a xrt a grah of o k. A grah a vual rrtato of ural ata ollt fro a xrt. o of th ty of grah you ll f ar bar a grah. Th o u ot oft a l grah,
( ) ( ) ( ) 0. Conservation of Energy & Poynting Theorem. From Maxwell s equations we have. M t. From above it can be shown (HW)
8 Conson o n & Ponn To Fo wll s quons w D B σ σ Fo bo n b sown (W) o s W w bo on o s l us n su su ul ow ns [W/ ] [W] su P su B W W 4 444 s W A A s V A A : W W R o n o so n n: [/s W] W W 4 44 9 W : W F
DOCUMENT STATUS: MINTP0 E-ST5080, BASE, NO DISPLAY VENDOR: 15.5 INCH MATERIAL SEE BOM FINISH REVISION HISTORY ITEM NO. PART NUMBER DESCRIPTION
RV T RVSON STORY SRPTON O Y 0-0-0 PROUTON RLS K. N NOTS:. SRL LL NORMTON: a) VOLTS: V b) MPS:.0 c) YLS: N/ d) WTTS: W e) PS: N/ f) PX #: PX. RTTON LOOS: S / / LN R WT SOPROPYL LOLOL PROR TO PLN.. PK M:
DOCUMENT STATUS: LA-S5302-XXXXS LA, SSS, TRICEPS EXTENSION VERY
RVSON STORY RV T SRPTON O Y //0 RLS OR PROUTON T LN MR ----- L /0/0 UPT SN N OMPONNTS US: S 3-03 (*N TWO PLS ONLY) WS 3-5, PRT 3-00 TO SSMLY. T OLLOWN UPT: 3-30, 3-403, 3-403, 3-40, 3-45, 3-4, 3-5. 30
Applications of trees
Trs Apptons o trs Orgnzton rts Attk trs to syst Anyss o tr ntworks Prsng xprssons Trs (rtrv o norton) Don-n strutur Mutstng Dstnton-s orwrng Trnsprnt swts Forwrng ts o prxs t routrs Struturs or nt pntton
24.1 Sex-Linked Inheritance. Chapter 24 Chromosomal Basis of Inheritance Sex-Linked Inheritance Sex-Linked Inheritance
ptr 24 romosoml sis o Inritn 24. Sx-Link Inritn Normlly, ot mls n mls v 23 pirs o romosoms 22 pirs r ll utosoms On pir is t sx romosoms Mls r XY mls r XX opyrit T Mrw-Hill ompnis, In. Prmission rquir or
MATERIAL SEE BOM ANGLES = 2 > 2000 DATE MEDIUM FINISH
NOTS:. LN MTN SUR WT NTUR/SOPROPYL LOOL PROR TO RN L OR LOO. PPLY LOTT 4 ON TRS. TORQU TO. Nm / 00 lb-in 4. TORQU TO 45-50 Nm / - lb-ft 5. TORQU TO Nm / 4.5 lb-ft. TORQU TO 0 Nm / lb-in. TORQU TO 5.5 Nm
MR 7 CONCRETE WASH EDGE BIKE RACKS FOR 20 BIKES MR 7 ELECTRICAL, PLUMBING, FIRE PROTECTION ENGINEER ATTENDANT BOOTH MR 8 EXISTING EQUIPMENT ENCLOSURE
0 PROT INORMTION SS RO ' - 0 ' - 0 MR 0' - 0 ' - 0 ' - 0 ' - 0 NORT TS 0 Marinelli Rd North ethesda, M 0 PROT TM ' - 0 ' - 0 ' - 0 ' - 0 ' - 0 SIN / UIL ONTRTOR eaufont Springs r Suite Richmond, V P: 0.0.0
Power Spectrum Estimation of Stochastic Stationary Signals
ag of 6 or Spctru stato of Stochastc Statoary Sgas Lt s cosr a obsrvato of a stochastc procss (). Ay obsrvato s a ft rcor of th ra procss. Thrfor, ca say:
Evans, Lipson, Wallace, Greenwood
Camrig Snior Mathmatial Mthos AC/VCE Units 1& Chaptr Quaratis: Skillsht C 1 Solv ah o th ollowing or x: a (x )(x + 1) = 0 x(5x 1) = 0 x(1 x) = 0 x = 9x Solv ah o th ollowing or x: a x + x 10 = 0 x 8x +
P a g e 5 1 of R e p o r t P B 4 / 0 9
P a g e 5 1 of R e p o r t P B 4 / 0 9 J A R T a l s o c o n c l u d e d t h a t a l t h o u g h t h e i n t e n t o f N e l s o n s r e h a b i l i t a t i o n p l a n i s t o e n h a n c e c o n n e
CPS 616 W2017 MIDTERM SOLUTIONS 1
CPS 616 W2017 MIDTERM SOLUTIONS 1 PART 1 20 MARKS - MULTIPLE CHOICE Instructions Plas ntr your answrs on t bubbl st wit your nam unlss you ar writin tis xam at t Tst Cntr, in wic cas you sould just circl
Tangram Fractions Overview: Students will analyze standard and nonstandard
ACTIVITY 1 Mtrils: Stunt opis o tnrm mstrs trnsprnis o tnrm mstrs sissors PROCEDURE Skills: Dsriin n nmin polyons Stuyin onrun Comprin rtions Tnrm Frtions Ovrviw: Stunts will nlyz stnr n nonstnr tnrms
+ Isomorphism In Kinematic Chains
Intrntonl Journl o Rsr n Ennrn n Sn (IJRES) ISSN (Onln): 0-, ISSN (Prnt): 0- www.rs.or Volum Issu ǁ My. 0 ǁ PP.0- Isomorpsm In Knmt Cns Dr.Al Hsn Asstt.Prossor, Dprtmnt o Mnl Ennrn, F/O- Ennrn & Tnoloy,
Equation For non-self Energizing Gasket
Jun 0 0:05: - ASMEScDiv_WNFlangDsign.sm Dsign of Wld Nck Flang as pr ASME Scion Division ar.6 Dsign ol oads STE : Dsign ondiion Dsign rssur 0. Ma Dsign Tmpraur T 80 d STE : ask Facors 'm' and Minimum Dsign
Chapter Taylor Theorem Revisited
Captr 0.07 Taylor Torm Rvisitd Atr radig tis captr, you sould b abl to. udrstad t basics o Taylor s torm,. writ trascdtal ad trigoomtric uctios as Taylor s polyomial,. us Taylor s torm to id t valus o
Telecommunications 1-1/4" RACEWAY WITH DOUBLE-GANG ADAPTER PLATE AND A/V CABLING.
2 3 2 TNOOY SYMO ST NR TNOOY NOTS: NOT: This is a standard symbol list and not all items listed may be used. bbreviations () XSTN OV NS OOR NMW - UNRROUN ONUT T TORY ONTRTOR URNS ONTRTOR NST O ONTRTOR
Decimals DECIMALS.
Dimls DECIMALS www.mthltis.o.uk ow os it work? Solutions Dimls P qustions Pl vlu o imls 0 000 00 000 0 000 00 0 000 00 0 000 00 0 000 tnths or 0 thousnths or 000 hunrths or 00 hunrths or 00 0 tn thousnths
Lecture II: Minimium Spanning Tree Algorithms
Ltur II: Mnmum Spnnn Tr Alortms Dr Krn T. Hrly Dprtmnt o Computr Sn Unvrsty Coll Cork Aprl 0 KH (/0/) Ltur II: Mnmum Spnnn Tr Alortms Aprl 0 / 5 Mnmum Spnnn Trs Mnmum Spnnn Trs Spnnn Tr tr orm rom rp s
Structure and Features
Thust l Roll ans Thust Roll ans Stutu an atus Thust ans onsst of a psly ma a an olls. Thy hav hh ty an hh loa apats an an b us n small spas. Thust l Roll ans nopoat nl olls, whl Thust Roll ans nopoat ylnal
Sheet Title: Building Renderings M. AS SHOWN Status: A.R.H.P.B. SUBMITTAL August 9, :07 pm
1 2 3 4 5 6 7 8 9 1 11 12 13 14 15 16 17 18 19 orthstar expressly reserves its common law copyright and other property rights for all ideas, provisions and plans represented or indicated by these drawings,
Solutions to Homework 5
Solutions to Homwork 5 Pro. Silvia Frnánz Disrt Mathmatis Math 53A, Fall 2008. [3.4 #] (a) Thr ar x olor hois or vrtx an x or ah o th othr thr vrtis. So th hromati polynomial is P (G, x) =x (x ) 3. ()
Eielson Air Force Base PFOS Plume Perflourooctane sulfonate (PFOS), a component of fire-fighting foams Delineation is incomplete 4 known source areas
ils Air Frc Bas PFO Plu Pflurcta sulft PFO), a cpt f fir-figtig fas Dliati is icplt 4 w surc aras liit saplig i 2014) 12 t pttial surc aras t b ivstigat Kw ctaiti xts r ta 6 ils Ctaiti xts t at last 100
Chapter (8) Estimation and Confedence Intervals Examples
Chaptr (8) Estimatio ad Cofdc Itrvals Exampls Typs of stimatio: i. Poit stimatio: Exampl (1): Cosidr th sampl obsrvatios, 17,3,5,1,18,6,16,10 8 X i i1 17 3 5 118 6 16 10 116 X 14.5 8 8 8 14.5 is a poit
PART NUMBERS ACCESSORIES: Genuine & Optomize
PRT NUMRS SSORS: enuine & Optomize V(S) SSORY PRT NUMR V(S) SSORY PRT NUMR R-S TR R TR PTR43-00085 i OOR ST NNMNT PT948-1M160 R-S TR R PS PTR09-18130 im RO NT PT347-12160 t TR O TR PTR43-00082 R-S RPT
learning objectives learn what graphs are in mathematical terms learn how to represent graphs in computers learn about typical graph algorithms
rp loritms lrnin ojtivs loritms your sotwr systm sotwr rwr lrn wt rps r in mtmtil trms lrn ow to rprsnt rps in omputrs lrn out typil rp loritms wy rps? intuitivly, rp is orm y vrtis n s twn vrtis rps r
New Biomaterials from Renewable Resources - Amphiphilic Block Copolymers from δ-decalactone. Figure S4 DSC plot of Propargyl PDL...
Eltron Supplmntry Mtrl (ESI) or Polymr Cmstry. Ts ournl s T Royl Soty o Cmstry 2015 Polymr Cmstry RSCPulsng Supportng Inormton Nw Bomtrls rom Rnwl Rsours - Amppl Blo Copolymrs rom δ-dlton Kulp K. Bnsl,
d. Event D = { RRL, RRS, RLR, RSR, LRR, SRR, LLR, LLS, LRL, LSL, RLL, SLL, SSR, SSL, SRS, SLS, RSS, LSS }
Section 1 a Event A { RRR, LLL, SSS } b Event B { RLS, RSL, LRS, LSR, SRL, SLR } c Event C { RRL, RRS, RLR, RSR, LRR, SRR } d Event D { RRL, RRS, RLR, RSR, LRR, SRR, LLR, LLS, LRL, LSL, RLL, SLL, SSR,
CS 103 BFS Alorithm. Mark Redekopp
CS 3 BFS Aloritm Mrk Rkopp Brt-First Sr (BFS) HIGHLIGHTED ALGORITHM 3 Pt Plnnin W'v sn BFS in t ontxt o inin t sortst pt trou mz? S?? 4 Pt Plnnin W xplor t 4 niors s on irtion 3 3 3 S 3 3 3 3 3 F I you
MA : Introductory Probability
MA 320-001: Introductory Probability David Murrugarra Department of Mathematics, University of Kentucky http://www.math.uky.edu/~dmu228/ma320/ Spring 2017 David Murrugarra (University of Kentucky) MA 320:
An action with positive kinetic energy term for general relativity. T. Mei
An ton wt post nt ny t fo n tty T (Dptnt of Jon Cnt Cn o Unsty Wn H PRO Pop s Rp of Cn E-: to@nn tow@pwn ) Astt: At fst w stt so sts n X: 7769 n tn sn post nt ny oont onton n y X: 7769 w psnt n ton wt
Graphs. Graphs. Graphs: Basic Terminology. Directed Graphs. Dr Papalaskari 1
CSC 00 Disrt Struturs : Introuon to Grph Thory Grphs Grphs CSC 00 Disrt Struturs Villnov Univrsity Grphs r isrt struturs onsisng o vrs n gs tht onnt ths vrs. Grphs n us to mol: omputr systms/ntworks mthml
DOCUMENT STATUS: CORE HEALTH & FITNESS, LLC IL-D2002-XXAAX IP,DUAL ADJUSTIBLE PULLEY MATERIAL SEE BOM FINISH N/A N/A SHEET SIZE: B SCALE: 1:33.
NOTS: RVSON STORY RV T SRPTON O Y //04 RLS OR PROUTON 433 P 34 55 033 OUMNT STTUS: NOT O PROPRTRY NORMTON TS OUMNT SLL NOT RPROU NOR SLL T NORMTON ONTN RN US Y OR SLOS TO OTR XPT S XPRSSLY UTORZ Y OR LT
CS553 Lecture Register Allocation I 3
Low-Lvl Issus Last ltur Intrproural analysis Toay Start low-lvl issus Rgistr alloation Latr Mor rgistr alloation Instrution shuling CS553 Ltur Rgistr Alloation I 2 Rgistr Alloation Prolm Assign an unoun
Helping you learn to save. Pigby s tips and tricks
Hlpg yu lan t av Pigby tip and tick Hlpg vy littl av Pigby ha bn tachg hi find all abut ny and hw t av f what ty want. Tuffl i avg f a nw tappy bubbl d and Pi can t wait t b abl t buy nw il pat. Pigby
FOR MORE PAPERS LOGON TO
IT430 - E-Commerce Quesion No: 1 ( Marks: 1 )- Please choose one MAC sand for M d a A ss Conro a M d a A ss Consor M r of As an Co n on of s Quesion No: 2 ( Marks: 1 )- Please choose one C oos orr HTML
CSE 332. Graphs 1: What is a Graph? DFS and BFS. Data Abstractions. CSE 332: Data Abstractions. A Graph is a Thingy... 2
Am Blnk Ltur 0 Autumn 0 CSE 33: Dt Astrtons CSE 33 Grps : Wt s Grp? DFS n BFS Dt Astrtons LnkLsts r to Trs s Trs r to... A Grp s Tny... Wr W v Bn Essntl ADTs: Lsts, Stks, Quus, Prorty Quus, Hps, Vnll Trs,
The proof is a straightforward probabilistic extension of Palfrey and Rosenthal (1983). Note that in our case we assume N
PROOFS OF APPDIX A Proo o PROPOSITIO A pure strtey Byesn-s equlbr n te PUprtcpton me wtout lled oters: Te proo s strtorwrd blstc etenson o Plrey nd Rosentl 983 ote tt n our cse we ssume A B : It s esy
OpenMx Matrices and Operators
OpnMx Mtris n Oprtors Sr Mln Mtris: t uilin loks Mny typs? Dnots r lmnt mxmtrix( typ= Zro", nrow=, nol=, nm="" ) mxmtrix( typ= Unit", nrow=, nol=, nm="" ) mxmtrix( typ= Int", nrow=, nol=, nm="" ) mxmtrix(
MEMORIAL 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
A301 A301 A402 A201 A402 EHU STUDIO - TYPE B UNIT G15 88' - 0" A205 ELEV. EQUIP G14 CAR WASH EQUIPMENT 16 A573 CLUB ELEVATOR 1 WS0 25 VAN 88' - 0"
0 0 0 0 0 0 0 0 0 0 0 0 U STUIO TYP 0 U STUIO - TYP B UNIT 0 0 0e ' - 0" 0 0 STIR 0 0 LV QUIP 0 LUB LVTOR R WS QUIPMNT 0 0 TRS 0 WTR NTRY 0 0 0 WS0 OMPT ' - 0" VN 0 0 0 0 LTRIL PNLS M 0 L VST 0 R 0 ' -
RMMP Vianu 2013 Problema 1
RMMP Vnu Probl Dl DAVIDSCU Arn DAFINI sk. Knt nrgy o t r. Soluton Fgur Clulul ontulu nrţ nsty o wl trl ( t lngt o wl s ) s ( ) Consrng t lntry prs ng t ss y t lntry wt rspt o wl s s y r J ( ) wt y r (
FAIR FOOD GRADE 7 STEM SUGAR RUSH! HOW YOUR BODY WILL PROCESS THAT FRIED TWINKIE
FAIR FOOD GRADE 7 SUGAR RUSH! HOW YOUR BODY WILL PROESS THAT FRIED TWINKIE F F TEAHER G Sv S R! Hw Y B Wll P T F Twk I l wll:! B l b F f pp m? Hw w w w,? v pp Expl w f f b. Exm w f wl p m b. wk f b xp
Numbering Boundary Nodes
Numring Bounry Nos Lh MBri Empori Stt Univrsity August 10, 2001 1 Introution Th purpos of this ppr is to xplor how numring ltril rsistor ntworks ffts thir rspons mtrix, Λ. Morovr, wht n lrn from Λ out
Hydraulics. B.E. (Civil), Year/Part: II/II. Tutorial solutions: Pipe flow. Tutorial 1
Hydraulics B.E. (Civil), Year/Part: II/II Tutorial solutions: Pipe flow Tutorial 1 -by Dr. K.N. Dulal Laminar flow 1. A pipe 200mm in diameter and 20km long conveys oil of density 900 kg/m 3 and viscosity
Minimum Spanning Trees (CLRS 23)
Mnmum Spnnn Trs (CLRS 3) T prolm Gvn onnt, unrt rp G = (V, E), sust o s o G su tt ty onnt ll vrts n G n orm no yls s ll spnnn tr (ST) o G. Clm: Any unrt, onnt rp s spnnn tr (n nrl rp my v mny spnnn trs).
176 5 t h Fl oo r. 337 P o ly me r Ma te ri al s
A g la di ou s F. L. 462 E l ec tr on ic D ev el op me nt A i ng er A.W.S. 371 C. A. M. A l ex an de r 236 A d mi ni st ra ti on R. H. (M rs ) A n dr ew s P. V. 326 O p ti ca l Tr an sm is si on A p ps
Steiner Waldorf Schools Code of Practice
Introuton Stnr Wlor Sools Co o Prt Co o Prt 2006 All mmrs o t Stnr Wlor Sools Fllowsp n rt nsttutons nors t prnpls o ts Co o Prt. Sponsor sools wor wt t SWSF n tr sponsors n vsrs to v mplmntton o t stnrs
EE750 Advanced Engineering Electromagnetics Lecture 17
EE75 Avan Engnrng Eltromagnt Ltur 7 D EM W onr a D ffrntal quaton of th form α α β f ut to p on Γ α α. n γ q on Γ whr Γ Γ Γ th ontour nlong th oman an n th unt outwar normal ot that th ounar onton ma a
Bayesian Estimation of the Logormal Distrbution Mean Using Ranked SET Sampling
Basrah ournal o Sn Vol.5-7 Basan Estaton o th ooral Dstrbuton Man Usn Ran SET Sapln R.. h bstrat Bas staton or onoral an usn Ran St Sapln s onsr n ths papr an opar to that usn Spl Rano Sapln. It as sho
G-001 CHATHAM HARBOR AUNT LYDIA'S COVE CHATHAM ATLANTIC OCEAN INDEX OF NAVIGATION AIDS GENERAL NOTES: GENERAL PLAN A6 SCALE: 1" = 500' CANADA
TR ISL ROR UST 8 O. R-2,4-3 R-4 IX O VITIO IS STT PL ORPI OORITS POSITIO 27698 4-39'-" 88 69-6'-4."W 278248 4-4'-" 8968 69-6'-4"W 27973 4-4'-2" 88 69-6'-"W W MPSIR OOR UUST PORTL MI OR 27 8-OOT OR L -
UNCONTROLLED COPY. ERGON ENERGY SUBSTATION STANDARD CIVIL WORKS - STRUCTURES AND POLES 66kV EARTHING TRANSFORMER CABLE SUPPORT STEELWORK DETAILS
2 3 9 2 RRN RWNS 2 3 UNONTRO OPY RVSON ONTRO RON NRY SUSTTON STNR V WORKS STRUTURS N POS kv RTN TRNSORMR SUPPORT STWORK TS 9 2 x 9 3 O SUR RRSTOR PT 3=;.., PT t/lmm VNT O N WT NTRN O MOUNTN OTS!, q>. O
b.) v d =? Example 2 l = 50 m, D = 1.0 mm, E = 6 V, " = 1.72 #10 $8 % & m, and r = 0.5 % a.) R =? c.) V ab =? a.) R eq =?
xmpl : An 8-gug oppr wr hs nomnl mtr o. mm. Ths wr rrs onstnt urrnt o.67 A to W lmp. Th nsty o r ltrons s 8.5 x 8 ltrons pr u mtr. Fn th mgntu o. th urrnt nsty. th rt vloty xmpl D. mm,.67 A, n N 8.5" 8
Topic review Topic 9: Undirected graphs and networks
Topi rviw Topi 9: Undirtd graphs and ntworks Multipl hoi Qustions 1 and 2 rfr to th ntwork shown. 1. Th sum of th dgrs of all th vrtis in th ntwork is: A 5 B 10 C 12 D 13 E 14 2. Th list of dgs an writtn
Chapter 3. P{E has 3, N S has 8} P{N S has 8}
Instant download and all chapters SOLUTIONS MANUAL A First Course in Probability 9th Edition Sheldon Ross https://testbankdata.com/download/solutions-manual-a-first-course-in-probability-9th-edition-sheldon-ross
APPENDIX: 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.
24CKT POLARIZATION OPTIONS SHOWN BELOW ARE REPRESENTATIVE FOR 16 AND 20CKT
0 NOTS: VI UNSS OTRWIS SPII IRUIT SMT USR R PORIZTION OPTION IRUIT SMT USR R PORIZTION OPTION IRUIT SMT USR R PORIZTION OPTION. NR: a. PPITION SPIITION S: S--00 b. PROUT SPIITION S: PS--00 c. PIN SPIITION