Label the following Triangles Correctly anduse them on the following proofBIG AMedium Asmall AProve that a? + b² = c² , Given the similar right triangle above AABC ~ AACD ~ ACBD.StatementReasonAABC ~ AACD ~ ACBD.bGivenand-= -AabBa² + b² = ch2 + ch1Cross Multiply on both sidesAddition Property of equalityFactoring the greatest commonCSubstitutiona² + b² = c²Simplify Match the statement or reason below with the space it goes in above.1 a? +6 =2 a? = c . ha and 2 = c . h13 Corresponding sides of similar triangles are proportional4 a? + 6? = c (ha + h1)O A -4|B - 2|C - 3|D - 1O A- 3|B - 2|C - 4 |D - 1O A - 3|B - 2|C-1|D- 4O A - 2 |B - 3|C -4|D-1

Match the statement or reason below with the space it goes in above. 1 a? + b = cc 2 a? = c · ha and 2 = c· h1 3 Corresponding sides of similar triangles are proportional 4 a² +b° = c (ha + h1) O A- 4 |B - 2|C - 3 |D - 1 O A -3 |B - 2|C -4|D-1 O A - 3|B - 2|C - 1 |D -4 O A - 2|B - 3|C - 4 |D - 1

Match the statement or reason below with the space it goes in above. 1 a? + b = cc 2 a? = c · ha and 2 = c· h1 3 Corresponding sides of similar triangles are proportional 4 a² +b° = c (ha + h1) O A- 4 |B - 2|C - 3 |D - 1 O A -3 |B - 2|C -4|D-1 O A - 3|B - 2|C - 1 |D -4 O A - 2|B - 3|C - 4 |D - 1

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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