Solve for x: the angles of a triangle
Year 9 maths · Fieldbook Learning
Name ______________________ Date __________
The three angles add to 180°. Write an equation, combine like terms, and solve for x.
- The angles of a triangle are (3x − 5)°, (x + 18)° and (x + 57)°. Find x.
- The angles of a triangle are (x + 18)°, (3x + 5)° and (3x − 46)°. Find x.
- The angles of a triangle are (2x − 8)°, (3x + 13)° and (2x + 56)°. Find x.
- The angles of a triangle are (2x − 3)°, (x + 6)° and (2x + 32)°. Find x.
- The angles of a triangle are (3x − 3)°, (3x + 2)° and (x − 29)°. Find x.
- The angles of a triangle are (x − 10)°, (x + 9)° and (3x + 21)°. Find x.
- The angles of a triangle are (x − 7)°, (x + 4)° and (3x + 8)°. Find x.
- The angles of a triangle are (3x + 7)°, (x + 2)° and (2x + 15)°. Find x.
- The angles of a triangle are (3x)°, (3x + 15)° and (2x − 27)°. Find x.
- The angles of a triangle are (2x + 9)°, (x + 15)° and (x + 48)°. Find x.
- The angles of a triangle are (x + 8)°, (3x + 16)° and (x + 41)°. Find x.
- The angles of a triangle are (2x + 11)°, (x − 1)° and (3x − 16)°. Find x.
- The angles of a triangle are (x + 20)°, (3x + 17)° and (x + 28)°. Find x.
- The angles of a triangle are (2x − 3)°, (x + 20)° and (3x − 23)°. Find x.
- The angles of a triangle are (x + 18)°, (x + 8)° and (x + 49)°. Find x.
- The angles of a triangle are (3x + 18)°, (2x + 1)° and (2x + 28)°. Find x.
- The angles of a triangle are (2x + 16)°, (2x + 1)° and (x + 38)°. Find x.
- The angles of a triangle are (x − 4)°, (2x + 9)° and (3x − 17)°. Find x.
- The angles of a triangle are (x + 16)°, (2x + 1)° and (2x − 17)°. Find x.
- The angles of a triangle are (x + 18)°, (2x + 14)° and (x + 20)°. Find x.