In similar triangles, the shorter side of the small triangle is 4, and the ratio small:large is 2:5. What is the corresponding length of the larger side?

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Multiple Choice

In similar triangles, the shorter side of the small triangle is 4, and the ratio small:large is 2:5. What is the corresponding length of the larger side?

Explanation:
Similar triangles keep corresponding sides in the same ratio. Here the small side to the large side is 2:5, meaning the small side is 2 parts and the large side is 5 parts. with the small side given as 4, one part equals 4/2 = 2. The larger side, being 5 parts, is 5 × 2 = 10. So the corresponding length of the larger side is 10.

Similar triangles keep corresponding sides in the same ratio. Here the small side to the large side is 2:5, meaning the small side is 2 parts and the large side is 5 parts. with the small side given as 4, one part equals 4/2 = 2. The larger side, being 5 parts, is 5 × 2 = 10. So the corresponding length of the larger side is 10.

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