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Find the measure of x.

Line PU has points R and S between points P and U, lines QR and ST are parallel, line QR intersects line PU at point R, line ST intersects line PU at point S, the measure of angle PRQ is 120 degrees, and the measure of angle UST is 15 ( x plus 2 ) degrees.

x = 2
x = 6
x = 8
x = 10

Respuesta :

estherlyan12

Answer:

The correct answer is x=6

Step-by-step explanation:

Line segment PU=180

angle PRQ=120

angle UST= 15(x+2)

Therefore:

120+15(x+2)=180

120+15x+30=180

150+15x=180

15x=30

15x/15=30/15

x=2

xadjust4

Answer:

The correct answer is x=6

Step-by-step explanation:

Line segment PU=180

angle PRQ=120

angle UST= 15(x+2)

Therefore:

120+15(x+2)=180

120+15x+30=180

150+15x=180

15x=30

15x/15=30/15

x=2

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