Respuesta :
The equation would be x+47=180.
The adjacent angles formed by these two adjacent angles are supplementary; that means that they sum to 180°.
We would solve this by subtracting both sides by 47:
x+47-47=180-47
x=133
The adjacent angles formed by these two adjacent angles are supplementary; that means that they sum to 180°.
We would solve this by subtracting both sides by 47:
x+47-47=180-47
x=133
Answer: The value of x is 133°.
Step-by-step explanation:
Since we have given that
Two lines intersect at a point forming two adjacent angles.
Measure of one adjacent angle is labeled as = x degrees
Measure of other adjacent angle is labeled as = 47 °
We need to find the value of x in degrees.
As shown in the figure:
Since they are adjacent angles.
So, we can write it as
[tex]x+47^\circ=180^\circ\\\\x=180^\circ-47^\circ\\\\x=133^\circ[/tex]
Hence, the value of x is 133°.
