Solve for x: angles on a straight line
Year 8 maths · Fieldbook Learning
Name ______________________ Date __________
Angles on a straight line add to 180°. Write an equation and solve for x.
- Two angles on a straight line measure (2x + 25)° and (4x − 25)°. Find x.
- Two angles on a straight line measure (4x − 6)° and (5x − 39)°. Find x.
- Two angles on a straight line measure (2x + 30)° and (4x + 30)°. Find x.
- Two angles on a straight line measure (x + 8)° and (5x + 52)°. Find x.
- Two angles on a straight line measure (4x + 26)° and (4x + 10)°. Find x.
- Two angles on a straight line measure (x − 3)° and (5x + 15)°. Find x.
- Two angles on a straight line measure (x + 2)° and (5x + 58)°. Find x.
- Two angles on a straight line measure (5x + 7)° and (3x − 51)°. Find x.
- Two angles on a straight line measure (4x + 17)° and (5x − 26)°. Find x.
- Two angles on a straight line measure (x − 2)° and (3x + 50)°. Find x.
- Two angles on a straight line measure (4x + 28)° and (x + 22)°. Find x.
- Two angles on a straight line measure (5x + 22)° and (4x − 13)°. Find x.
- Two angles on a straight line measure (3x + 30)° and (5x − 50)°. Find x.
- Two angles on a straight line measure (5x − 9)° and (2x − 14)°. Find x.
- Two angles on a straight line measure (2x + 10)° and (5x + 44)°. Find x.
- Two angles on a straight line measure (x + 1)° and (4x + 19)°. Find x.
- Two angles on a straight line measure (x + 7)° and (5x + 29)°. Find x.
- Two angles on a straight line measure (x + 26)° and (3x − 18)°. Find x.
- Two angles on a straight line measure (2x + 19)° and (x + 50)°. Find x.
- Two angles on a straight line measure (2x + 24)° and (2x + 16)°. Find x.