Missing angles with letters: straight lines, corners and crossing lines
Grade 8 Math Worksheet

Circle the best answer, or write your answer on the line.
Noah's door opens against a straight wall. The angles on its two sides are (2x + 25)° and (3x − 5)°. Write an equation for x.
Pia sketches the wheelchair ramp at school. The ramp meets the flat ground, making angles of (6x)° and (2x + 20)° on its two sides. Write an equation for x.
Sketch, not to scale: a straight line with a ray from it; the two angles side by side are (6x)° and (2x + 20)°. Sketch, not to scale: a straight line with a ray from it; the two angles side by side are (6x)° and (2x + 20)°. (6x)° (2x + 20)° Not to scale. Ren's seam splits the square corner of a quilt patch into (2x + 5)° and (x + 10)°. Write an equation for x.
Sketch, not to scale: a square corner split by a ray into (2x + 5)° and (x + 10)°. Sketch, not to scale: a square corner split by a ray into (2x + 5)° and (x + 10)°. (2x + 5)° (x + 10)° Not to scale. Two roads meet in a straight line in Zee's paper sketch, with angles of (5x + 10)° and (3x + 10)° side by side. How many degrees is the (5x + 10)° angle?
Sketch, not to scale: a straight line with a ray from it; the angles are (5x + 10)° and (3x + 10)°. Sketch, not to scale: a straight line with a ray from it; the angles are (5x + 10)° and (3x + 10)°. (5x + 10)° (3x + 10)° Not to scale. A straight line splits a square corner of Ari's window into (3x + 7)° and (x + 3)°. How many degrees is the (3x + 7)° angle?
Sketch, not to scale: a square corner split by a ray; the angles are (3x + 7)° and (x + 3)°. Sketch, not to scale: a square corner split by a ray; the angles are (3x + 7)° and (x + 3)°. (3x + 7)° (x + 3)° square corner Not to scale. Bo's door opens against a straight wall, making angles of (4x + 10)° and (2x + 26)° side by side. How many degrees is the (4x + 10)° angle?
Sketch, not to scale: a straight line with a ray from it; the angles are (4x + 10)° and (2x + 26)°. Sketch, not to scale: a straight line with a ray from it; the angles are (4x + 10)° and (2x + 26)°. (4x + 10)° (2x + 26)° Not to scale. Jun's scissor blades cross. Two angles across from each other are (5x − 12)° and (3x + 20)°. What is x?
Sketch, not to scale: two lines crossing; the angles across from each other are (5x − 12)° and (3x + 20)°. Sketch, not to scale: two lines crossing; the angles across from each other are (5x − 12)° and (3x + 20)°. (5x - 12)° (3x + 20)° Not to scale. Kira draws two straight roads crossing on paper, making angles of (6x + 4)° and (2x + 40)° across from each other. What is x?
Sketch, not to scale: two lines crossing; the angles across from each other are (6x + 4)° and (2x + 40)°. Sketch, not to scale: two lines crossing; the angles across from each other are (6x + 4)° and (2x + 40)°. (6x + 4)° (2x + 40)° Not to scale. Luz draws two crossing lines on a clock face sketch. Two angles across from each other are (6x − 10)° and (4x + 16)°. What is x?
Sketch, not to scale: two lines crossing; the angles across from each other are (6x − 10)° and (4x + 16)°. Sketch, not to scale: two lines crossing; the angles across from each other are (6x − 10)° and (4x + 16)°. (6x - 10)° (4x + 16)° Not to scale. Milo folds paper so two creases cross. Two angles across from each other are (5x − 6)° and (3x + 28)°. What is x?
Sketch, not to scale: two lines crossing; the angles across from each other are (5x − 6)° and (3x + 28)°. Sketch, not to scale: two lines crossing; the angles across from each other are (5x − 6)° and (3x + 28)°. (5x - 6)° (3x + 28)° Not to scale.