Question

use pythagorean theorem to determine the corresponding sides of the triangle are congruent

Answer 1

Answer:

The triangles are congruent as they both have sides lengths (15, 20, 25)

a = 25

b = 20

c = 15

d = 20

e = 20

f = 15

Explanation:

For the first triangle, using Pythagorean Theorem, the length of the missing side is:

$\sqrt[]{15^2+20^2}=25$

For the second triangle, the length of the missing side is:

$\sqrt[]{25^2-20^2}=15$

These triangles are congruent as they both have sides lengths (15, 20, 25)