Name: Period: _ Ch 5 Part I Review (5/1 - 5-5) 6wchs are, -fu 5u.-1e-! 1. Find the measures BC and AC. B A 2. Given that X 3#1 c YW bisects LXYZ and WZ = 5# t find wx x y Z f-L-----~W 3. ZO, YO, and XO are the perpendicular bisectors of MBC. Find AO. A o B'-'='------.l......-----~C z 1 ID: R ID:R 4. In MBC,BY = qc~md CO =~. 0 is a Centroid. Find BO. C z B A 5. Given MBC with AB = 5 BC = 1,and CA =~, find the length of midsegment XY. C A 6. Write the sides of MJK in order from shortest to longest. I K 7. Tell whether a triangle can have sides with lengths 8. Tell whether a triangle can have sides with lengths 9. ComparemLABCwithmLCBD. Ln~\- ~ IR I g cf J-. I:')' J /D cr F. 5&d~) B A /I 10. AO and DO are the angle bisectors of LDAB. BD == AB. If the distance from 0 to AD distance from 0 to BD? D = 8, find the ID:R 11. Lines m, n, and p are the perpendicular bisectors of ADEF. Find EG. m "'---+---+----:::.. F 12. Find the circumcenter of MBC with vertices r "",+, '" ± 13. Vanessa wants to measure the width of a reservoir. She measures a triangle at one side of the reservoir as shown in the diagram. What is the width of the reservoir (BC across the base)? lt1'm B X A Wdm the anglm In OIder from smalles.t tolarg:est. Q '5D~',...... tv 30M . P 14. . tt . '. () 4o~ ID:R 15. Danny and Dana start hiking from the same base camp and head in opposite directions. Danny walks miles due west, then changes direction and walks for miles to point C. Dana hikes miles due east, then changes direction and walks for miles to point S. Use the diagram to find which hiker is farther from the base camp. J 3 ,2 3 c s 16. MBC is an isosceles triangle. AB is the longest side with length 8x+ 1. BC = 6x+ 2 and CA = 5x+ 3. FindAB. 8x+l A..--------~B c 17. Find mLK. L M N 18. One of the acute angles in a right triangle has a measure of 55.2°. What is the measure of the other acute angle? 2 ID:R Be able to choose the definition for each word. a. b. c. d. e. locus concurrent point of concurrency equidistant focus b. c. d. equidistant midsegment of a triangle altitude of a triangle f. g. centroid of a triangle median of a triangle a. concurrent c. incenter of a triangle e. orthocenter of a triangle g. circumcenter of a triangle 3
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