State whether the angles are complementary or supplementary. Find x and find the measure of the two angles.
Complementary
x + 2x - 3 = 90
x = 31
31 and 59
Name a pair of adjacent angles
PQT and PQR
RQS and SQT
Write an equation to solve for x. Find the measure of the 2 angles
x + 3x - 6 = 90
x = 24
Angles are 24 and 66
True or False.
Complementary angles can be supplementary
False
State whether the angles are complementary or supplementary. Write an equation for x and find the measure of the angles.
Supplementary
4x + 5 + 41 = 180
x = 33.5
139 and 41
Name a pair of vertical angles
YUX and VUW
or YUV and XUW
Write an equation. Solve for x. Find the measure of the 2 angles.
2x + 3x +25 = 180
x = 31
62 and 118
Right angles are always 90 degrees
True
Write an equation to solve for x. Then find the measure of the angles
3x + 45 = 90
x = 15
Angles are 45 and 45
Which angle is vertical to y? Which angle is vertical to x?
18 and 64
Write an equation for x and solve.
x + x + 148 = 180
x=16