Option C.
No matter how much n decreases, -1 will always be bigger than 9n.
Greater than
2 times x = 2x
2 times 3 = 6
9-3x > 2x-6
Given

Recall that the general geometric series representation is given by

Let

Thus,

Multiply both sides by t, to get

Integrate both sides to get
Answer:
x= (5X+3) DEGREES = 90 degrees (right angle)
5x=90 degrees - 3 degrees =87 degrees
5x÷5 =87 degrees ÷ 5
x=17.4 degrees
we now know our angles x = 17.4 degrees so we can know substitute into the give formula
wxz=5 (17.4)+ 3
wxz =90 degrees
zxy=we know the size of x
zxy=
8 (17.4)-4
zxy=135.2 degrees