The measures of the angles of a triangle are 2x+15, x+6, and 3x+25. Find the measure of angles.?

Question

i need some help with geometry

Answer 1

(2x + 15⁰) + (x + 6⁰) + (3x + 25⁰) = 180⁰

2x + 15⁰ + x + 6⁰ + 3x + 25⁰ = 180⁰

2x + x + 3x = 180⁰ - 15⁰ - 6⁰ - 25⁰

6x = 134⁰

x = 134⁰/6

x = 22 1/3 ⁰

Answer 2

sum of angles in a triangle is 180, hence 2x+15+x+6+3x+25=180. Solve for x.

Answer 3

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Answer 4

2x+15 + x+6+ 3x+25=180

x=22.333...

Substitute the value of x for each side of the triangle.

Answer 5

2x+15 + x+6 + 3x+25 = 180

6x+46 = 180

6x = 180-46

6x = 134

x = 22.33

2(22.33)+15 = 59.66

22.33+6 = 28.33

3(22.33)+25 = 91.99

59.66 , 28.33 , 91.99

Answer 6

The ans is2x+15+x+6+3x+25=180

                6x+46=180

                6x=180-46

                6x=  134

                x=22.3333

Answer 7

[2x + 15] + [x + 6] + [3x + 25] = 180 degrees {sum of angles of a triangle)

therefore, 6x + 46 = 180 degrees

therefore, 6x = 180 - 46 = 134

therefore x = 134/6 = 67/3

Sub x = 67/3 into the [x] of each given angle and you'd get: 179/3 degrees, 85/3 degrees and, 92 degrees.