QuestionApril 16, 2026

For two triangles to be similar using the side-angle side theorem of similarity they must: Select one: a. All of the above b. have an angle congruent in each triangle and two sides congruent c. have an angle congruent in each triangle and two sides equal d. have an angle congruent in each triangle and the two sides that include the angle proportional

For two triangles to be similar using the side-angle side theorem of similarity they must: Select one: a. All of the above b. have an angle congruent in each triangle and two sides congruent c. have an angle congruent in each triangle and two sides equal d. have an angle congruent in each triangle and the two sides that include the angle proportional
For two triangles to be similar using the side-angle side theorem of similarity they must:
Select one:
a. All of the above
b. have an angle congruent in each triangle and two sides congruent
c. have an angle congruent in each triangle and two sides equal
d. have an angle congruent in each triangle and the two sides that include the angle proportional

Solution
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Answer

d. have an angle congruent in each triangle and the two sides that include the angle proportional Explanation 1. Identify correct SAS similarity condition SAS similarity requires: one angle congruent and the two sides including that angle proportional (same ratio). 2. Compare with options Only option (d) matches the SAS similarity condition exactly; others incorrectly state sides must be equal or congruent instead of proportional.

Explanation

1. Identify correct SAS similarity condition <br /> SAS similarity requires: one angle congruent and the two sides including that angle proportional (same ratio). <br />2. Compare with options <br /> Only option (d) matches the SAS similarity condition exactly; others incorrectly state sides must be equal or congruent instead of proportional.
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