To find the measure of each unknown angle, we need to solve the equation (x−5)° + (3x)° = 107°:
4x - 5 = 107
4x = 112
x = 28
Now we can substitute x into each angle:
x−5 = 28−5 = 23°
3x = 3(28) = 84°
Therefore, the angle measures are 23° and 84°. Rounding to the nearest whole number: 23 degrees and 84 degrees. Answer: 23° and 84°
An obtuse angle is formed by two adjacent angles with measures (x−5)° and (3x)° . If the resulting angle measure is 107° , what is the angle measure of each of the two unknown angles? Round to the nearest whole number.(1 point) Responses 23° and 84° 23 degrees and 84 degrees 32° and 75° 32 degrees and 75 degrees 28° and 79° 28 degrees and 79 degrees 20° and 87° 20 degrees and 87 degrees
1 answer
1 answer