if the angles of triangle RST and measure of angle R = (9x-2) degrees, and the measure of angle S = (4x+36) degrees, and measure of angle T = (5x+20), list the sides order from shortest to longest.

Question

Mathematics

Adrien Zhang

1 October, 02:56

if the angles of triangle RST and measure of angle R = (9x-2) degrees, and the measure of angle S = (4x+36) degrees, and measure of angle T = (5x+20), list the sides order from shortest to longest.

+2

Answers (1)

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Brandon French · Answer 1

R, T, S

Step-by-step explanation:

R+S+T=180 degrees

9x-2+4x+36+5x+20=180

18+54x=180

54x=162

x=3

R=9*3-2 (substitute x with 3)

R=25

S=4*3+36

S=48

T=5*3+20

T=35

Shortest to longest: R, T, S