1. In the diagram of A4BC and NDC below, AE and BD intersect at C, andAC 5, BC = 15, CE 2, CD = 6. By what method could you prove these two trianglessimilar?(1) AA Triangle Similarity Criteria(2) SSS Triangle Similarity Criteria(3) SAS Triangle Similarity Criteria(4) HL Triangle Similarity CriteriaD

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1. In the diagram of A4BC and NDC below, AE and BD intersect at C, and AC 5, BC 15, CE = 2, CD- 6. By what method could you prove these two triangla similar? B. (1) AA Triangle Similarity Criteria (2) SSS Triangle Similarity Criteria (3) SAS Triangle Similarity Criteria (4) HL Triangle Similarity Criteria

1. In the diagram of A4BC and NDC below, AE and BD intersect at C, and AC 5, BC 15, CE = 2, CD- 6. By what method could you prove these two triangla similar? B. (1) AA Triangle Similarity Criteria (2) SSS Triangle Similarity Criteria (3) SAS Triangle Similarity Criteria (4) HL Triangle Similarity Criteria

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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Question

1. In the diagram of A4BC and NDC below, AE and BD intersect at C, and
AC 5, BC = 15, CE 2, CD = 6. By what method could you prove these two triangles
similar?
(1) AA Triangle Similarity Criteria
(2) SSS Triangle Similarity Criteria
(3) SAS Triangle Similarity Criteria
(4) HL Triangle Similarity Criteria
D

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2.17. A game manufacturer is designing a pocket travel-edition of one of its top-selling games. The full-size triangular game board and the proposed travel board are represented below, where A ABC ~A XYZand the given side lengths are measured in centimeters. B 32, 48 8 A 52 Which of these are true? Choose all that are correct. A. The three angles represented on the travel-edition board are congruent to their corresponding angles on the full-size board. B. The longest side of the travel-edition board will measure 13 centimeters. C. The travel-edition side corresponding to the 48-cm side on the full-size board will measure 12 centimeters. D. The perimeter of the full-size game board is six times the perimeter of the travel-edition game board. E. The travel-edition side corresponding to the 48-cm side on the full-size board will measure 13 centimeters. F. The longest side of the travel-edition board will measure 8.5 centimeters.
Please solve the following calc 3 problem and show all work by hand
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Do you know which theorems needed to solve this problem