Given AABC = APQR,

  1. AABC has coordinates A (4, 3), B (4, 0) and C (7, 0). APQR has coordinates P (0, -1), Q (0, -2) and R (1, -2). Use the grid
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  2. Given AABC = APQR, <B = 3v + 4, and <Q< = 8v - 6, find <B and <Q.(1 point) • 11 0 22 • 25 • 10
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  3. Show the similarity between a triangle with angles A, B, and C, where mLA = 47° and mLB = 36° , and another triangle with
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  4. Marcus and Marlee arecomparing AABC with right angle B with APQR with right angle @ to determine if they are congruent. AB = QR
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  5. Marcus and Marlee are comparing AABC with right angle B with APQR with right angle Q to determine if they are congruent. AB QR
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  6. AABC is congruent to AGHE. Describe a sequence of transformations from AABC toAGH E that proves their congruence.
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  7. AABC is congruent to AG HE. Describe a sequence of transformations from AABC to AGH E that proves their congruence.
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  8. To prove AABC ~ AA"B" C", which of the following shows how the ASA criterion follows from the definition of congruence in terms
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  9. Consider AABC, with vertices A (0, 3), B (0, 1), and C (-4, 2), and ADEF, with vertices D (0, 6), E (0, 2),and F (8,4). Which
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  10. Use the following lines from one of Shakespeare's sonnets to answer the question.What is the rhyme scheme of these lines? (1
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