(5x-22) degree and (2x) degree
What is the simplified equation corresponding to the measures of the angles
(3x-22) degree =180
(7x-22) degree =180
(7x-22) degree =90
(3x-22) degree =90
To find the values of x for each equation, we need to solve for x.
1. (3x-22) degree = 180
Adding 22 to both sides:
3x = 202
Dividing both sides by 3:
x = 67.33333333
2. (7x-22) degree = 180
Adding 22 to both sides:
7x = 202
Dividing both sides by 7:
x = 28.85714286
3. (7x-22) degree = 90
Adding 22 to both sides:
7x = 112
Dividing both sides by 7:
x = 16
4. (3x-22) degree = 90
Adding 22 to both sides:
3x = 112
Dividing both sides by 3:
x = 37.33333333
Therefore, the simplified equations corresponding to the measures of the angles are:
1. (3x-22) degree = 180 --> (3*67.33333333-22) degree = 180
2. (7x-22) degree = 180 --> (7*28.85714286-22) degree = 180
3. (7x-22) degree = 90 --> (7*16-22) degree = 90
4. (3x-22) degree = 90 --> (3*37.33333333-22) degree = 90