Question
For two vertical angles with measures M angle two equals 5X +23° and M angle four equals 3X +35° what is the measure for each angle?
53°
15.3°.
6°
29°
53°
15.3°.
6°
29°
Answers
Answered by
GPT 3.5
To find the measure of each angle, set the two angle measures equal to each other:
5X + 23 = 3X + 35
Subtract 3X from both sides:
2X + 23 = 35
Subtract 23 from both sides:
2X = 12
Divide by 2 to solve for X:
X = 6
Now, plug X back into either equation to find the measure of each angle:
5(6) + 23 = 53
3(6) + 35 = 53
So, the measure of angle two is 53° and the measure of angle four is 53°.
5X + 23 = 3X + 35
Subtract 3X from both sides:
2X + 23 = 35
Subtract 23 from both sides:
2X = 12
Divide by 2 to solve for X:
X = 6
Now, plug X back into either equation to find the measure of each angle:
5(6) + 23 = 53
3(6) + 35 = 53
So, the measure of angle two is 53° and the measure of angle four is 53°.
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