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Year 7

Partitioning angles

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Year 7

Partitioning angles

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Lesson details

Key learning points

  1. In this lesson, we will learn how to find missing angles that partition a known angle.
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This content is made available by Oak National Academy Limited and its partners and licensed under Oak’s terms & conditions (Collection 1), except where otherwise stated.

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5 Questions

Q1.
Which of the following best represents the definition of the word 'angle' in mathematics?
It is a mathematical object to measure an angle
It is a measure of how far you go around
Correct answer: It is a measure of turn that is measured in degrees
It is a thing measured with a ruler
Q2.
A full turn represents how many degrees?
180
270
Correct answer: 360
45
Q3.
Three quarters of a turn would represent how many degrees?
180
Correct answer: 270
360
90
Q4.
Two thirds of a turn would represent how many degrees?
120
180
Correct answer: 240
360
Q5.
If I were to turn 0 degrees, would I change direction at all?
Correct answer: No
Yes

5 Questions

Q1.
If Angle A is greater than Angle B, how can I express this mathematically?
A < B
A = B
Correct answer: A > B
B > A
Q2.
If Angle Y = Angle X = Angle Z, which of the following is true?
X + Y + Z = 180
X + Y + Z = 3A
Correct answer: X + Y + Z = 3X
X + Y = Z
Q3.
If g > h, then which of the following results in the greater value?
180 - g
Correct answer: 180 - h
The previous two responses result in the same amount
Q4.
You are given that: 360 - R = S. Which of the following statements is correct?
360 + S - R = 0
360 = S - R
Correct answer: 360 = S + R
S = 180
Q5.
If I have 5 equal angles around a point, what do each of the angles individually equal?
36 degrees
360 degrees
Correct answer: 72 degrees
90 degrees