📝 PM Review: Lines and Angles

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Question 1 Difficulty 1
Draw two intersecting lines and label the point of intersection as O.
  • A Use a ruler
  • B Use a compass
  • C Draw freehand
  • D All of the above
💡 Explanation You can use any method to draw two intersecting lines as long as they cross at point O.
Question 2 Difficulty 1
Draw four angles formed by two intersecting lines and label them as Angle A, Angle B, Angle C, and Angle D.
  • A A, B, C, D
  • B 1, 2, 3, 4
  • C X, Y, Z, W
  • D Angle 1, Angle 2, Angle 3, Angle 4
💡 Explanation Labeling the angles as A, B, C, and D helps in identifying them easily.
Question 3 Difficulty 1
Draw a diagram showing vertical angles formed by intersecting lines.
  • A A & B
  • B A & C
  • C B & D
  • D C & D
💡 Explanation Vertical angles are opposite each other; thus, A & C are vertical angles.
Question 4 Difficulty 1
Draw a diagram showing adjacent angles formed by intersecting lines.
  • A A & C
  • B A & B
  • C C & D
  • D B & D
💡 Explanation Adjacent angles share a common vertex and a side; A & B are adjacent.
Question 5 Difficulty 1
Label the angles in your diagram as Angle A, Angle B, Angle C, and Angle D.
  • A A, C, B, D
  • B B, D, A, C
  • C C, A, D, B
  • D D, B, C, A
💡 Explanation Correctly labeling helps in better understanding the relationships between the angles.
Question 6 Difficulty 1
Draw a number line with labels from 0 to 180 degrees.
  • A 0 to 90 only
  • B 0 to 180
  • C 0 to 360
  • D -90 to 90
💡 Explanation The number line should represent angle measures from 0 to 180 degrees.
Question 7 Difficulty 1
Draw a diagram to show that vertical angles are equal.
  • A 50° and 130°
  • B 70° and 70°
  • C 90° and 90°
  • D 30° and 150°
💡 Explanation Vertical angles are equal; thus, 70° and 70° should be shown.
Question 8 Difficulty 1
Sketch a diagram showing the sum of adjacent angles equal to 180°.
  • A 30° + 150°
  • B 40° + 50°
  • C 90° + 90°
  • D 60° + 120°
💡 Explanation Adjacent angles A and B should add to 180°, as shown in the diagram.
Question 9 Difficulty 1
Draw a diagram showing the relationship between Angle A and Angle C.
  • A Equal
  • B Supplementary
  • C Complementary
  • D None
💡 Explanation Angle A and Angle C are equal because they are vertical angles.
Question 10 Difficulty 1
Draw two intersecting lines and highlight the angles formed.
  • A Highlight only A
  • B Highlight A and B
  • C Highlight A, B, C
  • D Highlight all angles
💡 Explanation All angles formed should be highlighted to show their relationships.
Question 11 Difficulty 2
If Angle A is 70°, what is the measure of Angle C? Draw the diagram to show this.
  • A 70°
  • B 110°
  • C 90°
  • D 50°
💡 Explanation Angle C is equal to Angle A because they are vertical angles, so it is also 70°.
Question 12 Difficulty 2
If Angle B is 120°, what is the measure of Angle D? Draw the diagram to illustrate your answer.
  • A 60°
  • B 120°
  • C 90°
  • D 180°
💡 Explanation Angle D is equal to Angle B because they are vertical angles, so it is also 120°.
Question 13 Difficulty 2
Draw a diagram where Angle A = 30°. What is Angle B?
  • A 60°
  • B 30°
  • C 150°
  • D 180°
💡 Explanation Angle A and Angle B are adjacent angles, and together they sum to 180°, so Angle B = 150°.
Question 14 Difficulty 2
If Angle A = 40°, calculate Angle D. Draw your diagram.
  • A 140°
  • B 120°
  • C 60°
  • D 80°
💡 Explanation Angle D is equal to Angle B, which is 140° because Angle A + Angle B = 180°.
Question 15 Difficulty 2
If Angle A = 45°, what is the measure of Angle B? Draw the diagram to find out.
  • A 135°
  • B 45°
  • C 90°
  • D 180°
💡 Explanation Since Angle A + Angle B = 180°, Angle B must be 135°.
Question 16 Difficulty 2
Draw a diagram showing that if Angle A + Angle B = 180°, how would you calculate Angle C if Angle A = 50°?
  • A 130°
  • B 50°
  • C 180°
  • D 90°
💡 Explanation Angle C must be 130° because 180° - 50° = 130°.
Question 17 Difficulty 2
If Angle B = 90°, what is the measure of Angle D? Draw the diagram.
  • A 90°
  • B 70°
  • C 180°
  • D 60°
💡 Explanation Angle D is equal to Angle B because they are vertical angles, so it is also 90°.
Question 18 Difficulty 2
Draw a diagram showing angles A and B where Angle A = 60°, find Angle B.
  • A 120°
  • B 60°
  • C 80°
  • D 70°
💡 Explanation Angle B must be 120° because 180° - 60° = 120°.
Question 19 Difficulty 2
If Angle C = 110°, what is Angle D? Draw the diagram to confirm.
  • A 70°
  • B 110°
  • C 90°
  • D 80°
💡 Explanation Angle D is equal to Angle B, which is 70° because the sum of angles C and D must equal 180°.
Question 20 Difficulty 2
Draw a diagram showing two intersecting lines where Angle A = 20°; what is Angle C?
  • A 160°
  • B 20°
  • C 180°
  • D 90°
💡 Explanation Angle C is equal to Angle A because they are vertical angles, so it is also 20°.
Question 21 Difficulty 3
Angle A is 55°; calculate Angle B if they are adjacent angles. Draw the diagram.
  • A 125°
  • B 55°
  • C 90°
  • D 180°
💡 Explanation Angle B must be 125° because 180° - 55° = 125°.
Question 22 Difficulty 3
If Angle B = 85°, what is Angle D? Draw the diagram to find out.
  • A 95°
  • B 85°
  • C 180°
  • D 75°
💡 Explanation Angle D is equal to Angle B because they are vertical angles, so it is also 85°.
Question 23 Difficulty 3
In a diagram, if Angle A = 30° and Angle B = 150°, what is the relationship between them?
  • A Vertical
  • B Adjacent
  • C Complementary
  • D Supplementary
💡 Explanation Since Angle A + Angle B = 180°, they are supplementary angles.
Question 24 Difficulty 3
Draw a diagram where Angle A = 40°, what is the measure of Angle D if Angle B = 140°?
  • A 40°
  • B 140°
  • C 180°
  • D 30°
💡 Explanation Angle D must be 40° because it is equal to Angle A, being a vertical angle.
Question 25 Difficulty 3
If Angle A is 70° and Angle C is 110°, verify using a diagram if they are adjacent.
  • A Yes
  • B No
  • C Maybe
  • D Cannot determine
💡 Explanation They cannot be adjacent since their sum is not 180°.
Question 26 Difficulty 3
Angle A measures 90°; if Angle B is adjacent to it, what is Angle C? Draw the diagram to support your answer.
  • A 90°
  • B 180°
  • C
  • D 60°
💡 Explanation Angle C must be 90° because it is equal to Angle A as they are vertical angles.
Question 27 Difficulty 3
If Angle C = 30° and Angle D = 150°, are they supplementary? Draw the diagram to justify.
  • A Yes
  • B No
  • C Maybe
  • D Cannot determine
💡 Explanation They are supplementary because their sum equals 180°.
Question 28 Difficulty 3
If Angle B is 130° and Angle D is adjacent to it, what is Angle A? Draw the diagram to find out.
  • A 50°
  • B 130°
  • C 90°
  • D 180°
💡 Explanation Angle A must be 50° because Angle A + Angle B = 180°.
Question 29 Difficulty 3
In a diagram, if Angle A is 60° and Angle D is 120°, confirm if they are vertical angles.
  • A Yes
  • B No
  • C Maybe
  • D Cannot determine
💡 Explanation They are not vertical angles since they are not opposite each other.
Question 30 Difficulty 3
If Angle A = 45° and Angle B = 135°, check if they are complementary. Draw the diagram.
  • A Yes
  • B No
  • C Maybe
  • D Cannot determine
💡 Explanation They are not complementary since their sum is not 90°.
Question 31 Difficulty 4
If Angle A = 35° and Angle B = 145°, calculate Angle C if it is vertical to Angle B. Draw the diagram for verification.
  • A 145°
  • B 35°
  • C 180°
  • D 90°
💡 Explanation Angle C is equal to Angle B because they are vertical angles, so it is also 145°.
Question 32 Difficulty 4
If Angle A is 60°, and Angle B is 120°, what is the measure of Angle C if it is adjacent to Angle B? Draw the diagram.
  • A 60°
  • B 120°
  • C 180°
  • D 90°
💡 Explanation Angle C must be 60° because Angle A + Angle B = 180°.
Question 33 Difficulty 4
In a diagram, if Angle A = 25° and Angle C = 155°, verify if they are supplementary.
  • A Yes
  • B No
  • C Maybe
  • D Cannot determine
💡 Explanation They are supplementary because their sum is 180°.
Question 34 Difficulty 4
If Angle B is adjacent to Angle A which measures 70°, what's the measure of Angle D if Angle A + Angle D = 180°? Draw the diagram.
  • A 110°
  • B 70°
  • C 90°
  • D 80°
💡 Explanation Angle D must be 110° because 180° - 70° = 110°.
Question 35 Difficulty 4
If Angle C = 150°, calculate Angle A if it is vertical to Angle C. Draw the diagram to confirm.
  • A 30°
  • B 50°
  • C 150°
  • D 90°
💡 Explanation Angle A is equal to Angle C because they are vertical angles, so it is 30°.
Question 36 Difficulty 4
If Angle A + Angle B = 180° and Angle A = 40°, what is Angle D if Angle D is vertical to Angle B? Draw your diagram.
  • A 140°
  • B 40°
  • C 180°
  • D 90°
💡 Explanation Angle D is equal to Angle B, which is 140° because Angle A + Angle B = 180°.
Question 37 Difficulty 4
Draw a diagram with Angle A = 45° and calculate Angle B if Angle B is adjacent. What is Angle B?
  • A 135°
  • B 90°
  • C 45°
  • D 180°
💡 Explanation Angle B must be 135° because 180° - 45° = 135°.
Question 38 Difficulty 4
If Angle B is 80° and is adjacent to Angle A, what is Angle C if Angle C is vertical to Angle A? Draw the diagram.
  • A 80°
  • B 100°
  • C 180°
  • D 90°
💡 Explanation Angle C is equal to Angle A because they are vertical angles.
Question 39 Difficulty 4
If Angle A = 55° and Angle D = 125°, verify if Angle C is vertical to Angle A. Draw the diagram.
  • A Yes
  • B No
  • C Maybe
  • D Cannot determine
💡 Explanation Angle C is vertical to Angle A; hence they are equal.
Question 40 Difficulty 4
If Angle C = 90° and Angle A + Angle B = 180°, what is the measure of Angle D if Angle D is vertical to Angle B? Draw the diagram.
  • A 90°
  • B
  • C 180°
  • D 45°
💡 Explanation Angle D is equal to Angle B because they are vertical angles.
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