Geometry Circle Review

Similar documents
Algebra 2 Summer Assignment

Example 1: Finding angle measures: I ll do one: We ll do one together: You try one: ML and MN are tangent to circle O. Find the value of x

Practice Test - Chapter 4

REVIEW, pages

Lesson 9. Exit Ticket Sample Solutions ( )= ( ) The arc length of is (. ) or.. Homework Problem Set Sample Solutions S.79

Chapter 12 Practice Test

Section 4.2: Radians, Arc Length, and the Area of a Sector

Algebra II B Review 5

Math125 Exam 5 Review Name. Do the following as indicated.

Find the perimeter of each polygon. Assume that lines which appear to be tangent are tangent

CN#5 Objectives 5/11/ I will be able to describe the effect on perimeter and area when one or more dimensions of a figure are changed.

HONORS GEOMETRY SUMMER REVIEW PACKET (2012)

AFM Midterm Review I Fall Determine if the relation is a function. 1,6, 2. Determine the domain of the function. . x x

- 5π 2. a. a. b. b. In 5 7, convert to a radian measure without using a calculator

Practice Test - Chapter 4

Pre-Calculus Section 8.1: Angles, Arcs, & Their Measures (including Linear & Angular Speed) 1. The graph of a function is given as follows:

11.3 areas of circles and sectors 2016 ink.notebook. April 12, Page 134 Page Areas of Circles and Sectors. Standards.

Chapter-wise questions

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

Lesson 12.1 Skills Practice

Honors Geometry Circle Investigation - Instructions

Give a geometric description of the set of points in space whose coordinates satisfy the given pair of equations.

~ 1 ~ Geometry 2 nd Semester Review Find the value for the variable for each of the following situations

Replacement for a Carpenter s Square

Math125 Exam 5 (Final) Review Name. Do the following as indicated. 17) log 17x = 1.2 (Round answer to four decimal places.)

Diagnostic Tests. (c) (sa sb )(sa sb ) Diagnostic Test: Algebra

ALGEBRA 2 X. Final Exam. Review Packet

Extra Test Review. 3. Use the following graph to find the area of a rectangle with vertices of ( 2, 4), ( 2, 4), (1, 4), and (1, 4).

King Fahd University of Petroleum and Minerals Prep-Year Math Program Math (001) - Term 181 Recitation (1.1)

Mth 076: Applied Geometry (Individualized Sections) MODULE FOUR STUDY GUIDE

Solutionbank C2 Edexcel Modular Mathematics for AS and A-Level

DIAGNOSTIC TESTS. (c) (sa sb )(sa sb )

MATH 130 FINAL REVIEW

Find the missing side of each triangle. Leave your answers in simplest radical form.

2018 Midterm Review Trigonometry: Midterm Review A Missive from the Math Department Trigonometry Work Problems Study For Understanding Read Actively

Geometry Honors Homework

SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.

Mathematics 5 SN TRIGONOMETRY PROBLEMS 2., which one of the following statements is TRUE?, which one of the following statements is TRUE?

MATHEMATICS Unit Pure Core 2

1. Use. What are the vertices of A.,, B.,, C.,, D.,,

Mathematics 20-1 Final Exam Review. Directions: Identify the choice that best completes the statement or answers the question.

Name Score Period Date. m = 2. Find the geometric mean of the two numbers. Copy and complete the statement.

PhysicsAndMathsTutor.com

Page 1 Central Angles & Arc Measures

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

Geometry Final Exam Review

Math 175: Chapter 6 Review: Trigonometric Functions

Geo - CH11 Practice Test

Final Exam Review Packet

Solutionbank C2 Edexcel Modular Mathematics for AS and A-Level

Paper Reference. Paper Reference(s) 6664/01 Edexcel GCE Core Mathematics C2 Advanced Subsidiary. Monday 2 June 2008 Morning Time: 1 hour 30 minutes

x n+1 = ( x n + ) converges, then it converges to α. [2]

9) A) f-1(x) = 8 - x B) f-1(x) = x - 8 C)f-1(x) = x + 8 D) f-1(x) = x 8

PreCalculus: Chapter 9 Test Review

Name: Class: Math 7B Date:

Edexcel GCE Core Mathematics C2 Advanced Subsidiary

Test 2 Review Math 1111 College Algebra

math FALL developmental mathematics sullivan 1e

4.1 Angles and Angle Measure.notebook. Chapter 4: Trigonometry and the Unit Circle

Name Please print your name as it appears on the class roster.

The Distance Formula & The Midpoint Formula

Chapter 10 Worksheet 1 Name: Honors Accelerated Geometry Hour:

Circles. Parts of a Circle Class Work Use the diagram of the circle with center A to answer the following: Angles & Arcs Class Work

Assuming the Earth is a sphere with radius miles, answer the following questions. Round all answers to the nearest whole number.

Cumulative Test 1. Name Date. In Exercises 1 5, use the diagram at the right. Answers

April 28, 2017 Geometry 11.1 Circumference and Arc Length

Solutionbank C1 Edexcel Modular Mathematics for AS and A-Level

Honors PreCalculus Final Exam Review Mr. Serianni

Arizona Western College MAT 105 Mathematics for Applied Sciences Final Exam Review Spring 2016

Mu Alpha Theta State 2007 Euclidean Circles

11.2 Start Thinking Warm Up Cumulative Review Warm Up

1.1 Find the measures of two angles, one positive and one negative, that are coterminal with the given angle. 1) 162

(A) 30 (B) -60 (C) 135 (D) -150 (E) 210 (F) 225 (G) 240 (H) 270. (C) - 2 p. (H) 3 p. (C) tan 5 p. (G) cos 7 p. (K) sin - 2 p

Geometry Final Exam Review

NAME DATE PER. ACADEMIC GEOMETRY: SPRING SEMESTER REVIEW Find the indicated value in each of the following.

Lesson 9.1 Using the Distance Formula

Circles Unit Test. Secondary Math II

Mth 133 Trigonometry Review Problems for the Final Examination

Math 0210 Common Final Review Questions (2 5 i)(2 5 i )

27 2 x 1 = Solve the equation. Check your solution. 5. Solve the equation. Check your solution. 7. Solve the equation. Check your solution.

Circle Practice. D. chord 5. Which of the following is not a radius of the circle?

Functions & Trigonometry Final Review #3. 3. Please find 2 coterminal angels (one positive and one negative) in the same measure as the given angle.

( ) ( ) ( ) 2 6A: Special Trig Limits! Math 400

Arizona Western College MAT 105 Mathematics for Applied Sciences Final Exam Review Solutions Spring = = 12 (page 43)

Trigonometric Functions

Complete E3. Copyright Mathster.com Licensed to Matthew Moss High School, Rochdale. 2) Round to 2 significant figures [7] g) 0.

5.1 Arc length, area sector, vocab, coterminal, reference angles_jb A Block.notebook May 14, 2014

Find the length of an arc that subtends a central angle of 45 in a circle of radius 8 m. Round your answer to 3 decimal places.

Name DIRECTIONS: PLEASE COMPLET E ON A SEPARATE SHEET OF PAPER. USE THE ANSWER KEY PROVIDED TO CORRECT YOUR WORK. THIS WILL BE COLLECTED!!!

Study Guide. Exploring Circles. Example: Refer to S for Exercises 1 6.

15 x. Substitute. Multiply. Add. Find the positive square root.

Algebra 2 & Trigonometry Honors Midterm Review 2016

Candidates are expected to have available a calculator. Only division by (x + a) or (x a) will be required.

11.1 Start Thinking Warm Up Cumulative Review Warm Up

10-1 Study Guide and Intervention

Name Period. Date: Topic: 9-2 Circles. Standard: G-GPE.1. Objective:

4-4. Exact Values of Sines, Cosines, and Tangents

Lesson 1.7 circles.notebook. September 19, Geometry Agenda:

Baruch College MTH 1030 Sample Final B Form 0809 PAGE 1

Transcription:

Geometr Honors - Mr. Allen-lack Name E kx0e1d7 ukauatkaf PS]opfutw^aRrYes tllsn._ Q SA^ljlg prsivggh\tisj SrLeYsTeSrveQdn. Geometr ircle Review onvert each degree measure into radians. 1) 100 ) 10 ate Period onvert each radian measure into degrees. ) - 1p ) 5p 1 Find the area of each sector. 5) ) 7 cm p 9 in 7p 7) 8) 195 5 10 ft km Find the length of each arc. 9) 10) 5 70 9 m 8 m N tl0p1a7m vkzuotraa TSgoMfNtwkaKrEeg ilwlcj.j m waellq lryidgkhgtzsa OrIeAswehrXvJezd.P P `Msajdee] \wmi\tfh titnif_iqneiqtzet PGrewovmhe^tRrZE. -1-

11) 1) 5p 19 cm 15 km p Solve for. Assume that lines which appear to be diameters are actual diameters. 1) Find the measure of the arc or central angle indicated. Assume that lines which appear to be diameters are actual diameters. 1) m TWV V -19 + 7 151 + 7 55 1 - W U T 75 Find the area of each. (Your answer should be eact and in terms of pi.) 15) km Find the area of each. Use our calculator's value of p. Round our answer to the nearest tenth. 1) 8 cm e ME0n1J7E UKUuLtQam vspomf`tuwaazr_e_ hlflrr. t laklqlp Nr^ifgShItbsv cr]essme]rzvesdx.^ cmoardsef TwXidtbhg oiinsffilndiutqef lg`enonm]ehtlrg. -

Find the length of the segment indicated. Round our answer to the nearest tenth if necessar. 17) 18) 11 1 11. 9.7 0. 1 19) 0) 15. 0 9. 11.9 Find the measure of the arc or angle indicated. 1) L ) E 8 A V H Yo0F1w7r hk]uwtzat ^SQoTftQwOaQrjef LRLWA.N a IAVlSlg `rtigxhrtxsq erlexstervheldg.o t YMNadTe vwkidtch ^I^nkfUi\n_istNe` cgseoonmewtmrwi. --

) S ) W 80 Y T R X 7 X Find the measure of the arc or angle indicated. Assume that lines which appear tangent are 5) P ) 0 8 R Q 7) T U 0 S 51 8) 115 E P 55 V 9) 0) K 85 E F 0 H 55 G V ps0a1h7s wkuuzta NSlo^fHt^wTazrYe [LeLhV.m e KAWlilz WrikgIhTtbsO rwe^sqe\rfviegd.d w cmdaadred wbizth ]IAnzflignUiJtUed LGletoPm[e`tqrPI. --

Solve for. Assume that lines which appear tangent are 1) ) 5 ) ) + 18 0 + 1 18 + 10 + 5 etermine if line A is tangent to the circle. 5) 1 19. A Find the segment length indicated. Assume that lines which appear to be tangent are ).8 1 _ WI0\1s7a LKuuftiai hs[of^twwpazrrex \LULZ.M u ealhlj nrdioguhdtosp WrqedsUejrKvnedM.F p MAaddTeO Ww[iXth eignmfaifntiztse[ bgeomneotqrqi. -5-

Find the perimeter of each polgon. Assume that lines which appear to be tangent are 7) Find the angle measure indicated. Assume that lines which appear to be tangent are 8) 15 10 1 1.9 Identif the center and radius of each. Then sketch the graph. 9) ( + ) + ( + 1) = 9 0) ( - ) + ( - ) = 9 8 8 - - 8 - - 8 - - - - 1) - + 9 = - - ) - + = - + 8-8 8 - - 8 - - 8 - - - - V oo0j1k7 QKVuGtAaP ismofrt]wjawrrem mlqlud.e \ gasldli IrNiHgHhLtTsw zruemscerrv^esdn.\ F tmamdnef Awmift[hT dienhfeinnqistqes ogaeofmoezturh. --

Geometr Honors - Mr. Allen-lack Name K ig0h1w7e zkmuutbaw ]So^f\tHw^aHrueo tldlnu.b Q baalllf urlihghvtgsv XrUesAefrmvFeUda. Geometr ircle Review onvert each degree measure into radians. ate Period 1) 100 5p 9 ) 10 1p 18 onvert each radian measure into degrees. ) - 1p -05 ) 5p 1 75 Find the area of each sector. 5) ) 7 cm p 9 in 7p 9p cm² 57p 8 in² 7) 8) 195 5 10 ft km 9p km² 5p ft² Find the length of each arc. 9) 10) 5 70 9 m 8 m 5p m g Gb0n1[7z tktuttba` [SwoQftjwZarrqeq ALnLEw.^ K IAolfla SrAikgdhjtbsM vrkezswevruvueqdt. dmqaxdne MwKiutshJ FIHnnfLikngi^taee YG`eIomheStcrs. -1-1p m

11) 1) 5p 19 cm 15 km p 5p km 7p cm Solve for. Assume that lines which appear to be diameters are actual diameters. 1) Find the measure of the arc or central angle indicated. Assume that lines which appear to be diameters are actual diameters. 1) m TWV V -19 + 7 151 + 7 55 1 - W U T 75 15 Find the area of each. (Your answer should be eact and in terms of pi.) 15) km Find the area of each. Use our calculator's value of p. Round our answer to the nearest tenth. 1) 8 cm 1p km² 01.1 cm² e Mp0i1W7k GKGuJtVa^ NSgo]fPtiwLarrheF L[L]t.v \ XAZlYl[ \r[i]grhdtose TrueRsbecrQvIerdQ.i n gmmaidez TwLiItih\ AIRncfzi_nAict^el fgreoxmeuthrs^. -

Find the length of the segment indicated. Round our answer to the nearest tenth if necessar. 17) 18) 11 1 11. 9.7 0. 1 11 5.5 19) 0) 15. 0 9. 11.9 15.1 7.1 Find the measure of the arc or angle indicated. 1) L ) E 8 A V 9 [0h1j7z qksuftuap SYoNfltnwlafre PLjLzt.u c AHl`lE IrEiRgrhLt[sX \rwe^soeqrtvje[ds.y r _MoaAdieV vwvirtxhb nignsffionqilt`ef vg\ero_mheltvrj. --

) S ) W 80 Y T R X 7 X 10 9 Find the measure of the arc or angle indicated. Assume that lines which appear tangent are 5) P ) 0 8 R Q 8 10 7) T U 0 S 51 8) 115 E P 55 V 85 171 9) 0) K 170 85 E F 0 55 G H 170 p df0c1j7\ ik^u[tqaf [SsozfttOweazr]eH llnljk.s ` eafl\lm mreikgdhgt^sh HrveTslevrAvUeodQ.J e smxamd^ep owiptht HIKnjfgiYnFistKeP PGueqolmeItsrA. --

Solve for. Assume that lines which appear tangent are 1) ) 5 5 ) ) + 18 0 + 1 18 + 10 + 5 8 11 etermine if line A is tangent to the circle. 5) 1 19. A Find the segment length indicated. Assume that lines which appear to be tangent are ).8 1 Not tangent. z ]f0f1l7f EKrubt\aN hslopfrtpwka]rbei sl_lav.o F oajlkls TrEiSgNhvtRsA XrreTsqeErNvAePdH._ E ameaxdteu wriktdhf AInAfziJnHiotbev hgoedotmseatarlv. -5-

Find the perimeter of each polgon. Assume that lines which appear to be tangent are 7) Find the angle measure indicated. Assume that lines which appear to be tangent are 8) 15 10 1 1.9 7.8 7 Identif the center and radius of each. Then sketch the graph. 9) ( + ) + ( + 1) = 9 8 enter: (-, -1) Radius: 0) ( - ) + ( - ) = 9 8 enter: (, ) Radius: - - 8 - - 8 - - - - 1) - + 9 = - - 8 enter: (, -) Radius: ) - + = - + 8-8 enter: (, ) Radius: 1 - - 8 - - 8 - - - - N ^k0v1o7o ckwultzaj RSZoVfntqwZaerceO ilil\._ F faclslg graimgnhtsse ZrMeEsienrwvZe\dH.r [ MwacdieT GwwibtIhQ IFnfsidn`iIt^ew qg`ecogmdeetrrzr. --