Question

Angle PSR measures 99°. Point S has three lines extending from it. One line extends to point P, another to point Q, and the other to point R. Angle P S Q is (3 x + 18) degrees. Angle Q S R is (9 x minus 27) degrees. What is the measure of AnglePSQ in degrees? 9° 24° 45° 54°

Answer 1

Answer:

45 degree

Step-by-step explanation:

We are given that

Angle PSR=99 degrees

Angle PSQ=(3x+18) degrees

Angle QSR=(9x-27)degrees

According to question

Angle PSR=Angle PSQ+angle QSR

Substitute the values

$99=3x+18+9x-27$

$12x-9=99$

$12x=99+9=108$

$x=\frac{108}{12}=9$

Substitute the value of x

Angle PSQ=$(3(9)+18)=45^{\circ}$

Hence, the measure of angle PSQ=45 degree

Answer 2

Answer:

C)45 degrees on the test in edge

Step-by-step explanation: