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question 1 (3 points)
an angle is 63 more than twice the supplement. find both angles.
solve for x: x =
angle =
supplement =

Explanation:

Step1: Define the relationship

Let the angle be $x$ and its supplement be $180 - x$. The equation is $x=2(180 - x)+63$.

Step2: Expand the equation

$x = 360-2x + 63$.

Step3: Combine like - terms

$x+2x=360 + 63$, so $3x=423$.

Step4: Solve for x

$x=\frac{423}{3}=141$.

Step5: Find the supplement

The supplement is $180 - 141 = 39$.

Answer:

$x = 141$
Angle = $141$
Supplement = $39$