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

Circle the best answer, or write your answer on the line.
Noah folds a paper strip so that three angles, (x + 5)°, (2x + 10)° and (3x + 15)°, sit side by side along its straight edge. How many degrees is the largest angle?
Pia draws two rays from one point on a straight line on paper, making three angles: (2x)°, (3x + 10)° and (4x + 8)°. How many degrees is the largest angle?
Sketch, not to scale: a straight line with two rays from one point on it, making (2x)°, (3x + 10)° and (4x + 8)° side by side. Sketch, not to scale: a straight line with two rays from one point on it, making (2x)°, (3x + 10)° and (4x + 8)° side by side. (2x)° (3x + 10)° (4x + 8)° Not to scale. In Ren's paper sketch, three paths leave one point on a straight road, making angles of (x + 14)°, (2x − 5)° and (5x − 5)°. How many degrees is the largest angle?
Sketch, not to scale: a straight line with two rays from one point on it, making (x + 14)°, (2x − 5)° and (5x − 5)° side by side. Sketch, not to scale: a straight line with two rays from one point on it, making (x + 14)°, (2x − 5)° and (5x − 5)° side by side. (x + 14)° (2x - 5)° (5x - 5)° Not to scale. Tala opens two doors from one hinge line against a straight wall, making angles of (3x + 6)°, (2x + 14)° and (4x − 2)°. How many degrees is the largest angle?
Sketch, not to scale: a straight line with two rays from one point on it, making (3x + 6)°, (2x + 14)° and (4x − 2)° side by side. Sketch, not to scale: a straight line with two rays from one point on it, making (3x + 6)°, (2x + 14)° and (4x − 2)° side by side. (3x + 6)° (2x + 14)° (4x - 2)° Not to scale. Ari draws a square corner on paper and splits it with one ray. One part is 10° less than three times the other. How many degrees is the bigger part?
Sketch, not to scale: a square corner split by a ray; the smaller angle is x°, the other (3x − 10)°. Sketch, not to scale: a square corner split by a ray; the smaller angle is x°, the other (3x − 10)°. x° 3x - 10° Not to scale. Bo's ramp board makes two angles with the flat ground. One is 5° more than four times the other. How many degrees is the bigger angle?
Sketch, not to scale: a straight line with a ray from it; the smaller angle is x°, the other (4x + 5)°. Sketch, not to scale: a straight line with a ray from it; the smaller angle is x°, the other (4x + 5)°. x° 4x + 5° Not to scale. Jun's scissor blades cross. Two angles side by side are (4x + 10)° and (2x + 20)°. How many degrees is the angle across from the (2x + 20)° angle?
Sketch, not to scale: two lines crossing; two angles side by side, (4x + 10)° and (2x + 20)°, with 180° written along one line; the angle across from (2x + 20)° is marked ?. Sketch, not to scale: two lines crossing; two angles side by side, (4x + 10)° and (2x + 20)°, with 180° written along one line; the angle across from (2x + 20)° is marked ?. (4x + 10)° (2x + 20)° ? 180° Not to scale. Kira draws two roads crossing on paper. Two angles side by side are (5x + 15)° and (3x + 5)°. How many degrees is the angle across from the (3x + 5)° angle?
Sketch, not to scale: two lines crossing; two angles side by side, (5x + 15)° and (3x + 5)°, with 180° written along one line; the angle across from (3x + 5)° is marked ?. Sketch, not to scale: two lines crossing; two angles side by side, (5x + 15)° and (3x + 5)°, with 180° written along one line; the angle across from (3x + 5)° is marked ?. (5x + 15)° (3x + 5)° ? 180° Not to scale. Luz draws two lines crossing on a clock face. Side by side are (3x + 24)° and (2x + 6)°. How many degrees is the angle across from the (2x + 6)° angle?
Sketch, not to scale: two lines crossing; two angles side by side, (3x + 24)° and (2x + 6)°, with 180° written along one line; the angle across from (2x + 6)° is marked ?. Sketch, not to scale: two lines crossing; two angles side by side, (3x + 24)° and (2x + 6)°, with 180° written along one line; the angle across from (2x + 6)° is marked ?. Sketch, not to scale (3x + 24)° (2x + 6)° ? 180° Two paper creases cross on Milo's sheet. Side by side are (6x − 6)° and (2x + 26)°. How many degrees is the angle across from the (2x + 26)° angle?
Sketch, not to scale: two lines crossing; two angles side by side, (6x − 6)° and (2x + 26)°, with 180° written along one line; the angle across from (2x + 26)° is marked ?. Sketch, not to scale: two lines crossing; two angles side by side, (6x − 6)° and (2x + 26)°, with 180° written along one line; the angle across from (2x + 26)° is marked ?. (6x - 6)° (2x + 26)° ? 180° Not to scale.