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7 3 Similar Triangles Worksheet Answers
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Worksheet by Kuta Software LLC Geometry Chapter 7 Similarity 7 3 Similar Triangles Name ID 1 Date Period P y2Q0A1t5E RKnultlaB ySWosfitewHaCrneJ QLqLiCi F z AslvlX rrikgchatmsF hrKeZsSeMrWvyeldi 1 State if the triangles in each pair are similar 1 2020 TS 5050 LM N 2 T SD E C 3 8 7 U T S 2421 C DE
Similar Triangles Determine whether the triangles are similar If so write a similarity statement If not what would be sufficient to prove the triangles similar Explain your reasoning 1 2 ALGEBRA Identify the similar triangles Then find each measure 3 LM QP 4 NL ML 5 PS PR 6 EG HG 8 N J L K M x 5 6x 2 24 12 18 N P L Q M x
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Y 2E0m1n3 X 4K yu qtZa e USfoXfjt rw 4aur wer 8L 6LTCq P m QA2l4l7 erJi 7g fh2t Hsh frbe 7sNejr Hvge Mdl 3 f YMDatd ceX nwXiGtbht BI gn8fRiun Wiet zeD XGTeQoam 1e st hrzy 8 d Worksheet by Kuta Software LLC 11 Answers to WS 7 3 Similar Triangles 1 similar AA similarity 2 not similar 3 not similar 4 not similar
BD 13 5 CHALLENGE Find CF and BD if BF bisects angle ABC and AC is parallel to ED BA 6 BC 7 5 AC 9 and DE 9 Study with Quizlet and memorize flashcards containing terms like Yes AA Yes SAS triangle ADE is similar to
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Triangles are similar TRS Theorem 7 1 Side Angle Side Similarity SAS Theorem If an angle of one triangle is congruent to an angle of a second triangle and the sides including the two angles are proportional then Theorem 7 2 Side Side Side Similarity SSS Theorem If the corresponding sides of two triangles are proportional then
7 3 Triangle Similarity AA SSS SAS Practice Name Fill in the blanks to complete each postulate or theorem If the three sides of one triangle are to the three sides of another triangle then the triangles are similar 2
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Similar Triangles Determine whether the triangles are similar If so write a similarity statement If not what would be sufficient to prove the triangles similar Explain your reasoning 1 2 ALGEBRA Identify the similar triangles Then find each measure 3 LM QP 4 NL ML 5 PS PR 6 EG HG 8 N J L K M x 5 6x 2 24 12 18 N P L Q M x
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Example 1 Determine whether the triangles are similar D 15 E A 10 B 9 6 8 C AC 6 2 DF 9 3 BC 8 2 EF 12 3 12 F AB 10 2 DE 15 3 ABC DEF by SSS Similarity Exercises Example 2 Determine whether the triangles are similar M Q 3 4 70 N P 6 R 70 S 8 3 NP 6 so MN 8 QR 4 RS
Similar Triangles Determine whether the triangles are similar If so write a similarity statement If not what would be sufficient to prove the triangles similar Explain your reasoning 1 2 ALGEBRA Identify the similar triangles Then find each measure 3 LM QP 4 NL ML 5 PS PR 6 EG HG 8 N J L K M x 5 6x 2 24 12 18 N P L Q M x
Example 1 Determine whether the triangles are similar D 15 E A 10 B 9 6 8 C AC 6 2 DF 9 3 BC 8 2 EF 12 3 12 F AB 10 2 DE 15 3 ABC DEF by SSS Similarity Exercises Example 2 Determine whether the triangles are similar M Q 3 4 70 N P 6 R 70 S 8 3 NP 6 so MN 8 QR 4 RS
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