Higher
Dividing Surds (Part 2)
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Lesson details
Key learning points
- In this lesson, we will learn how to divide two surds in cases where at least one surd has a coefficient greater than one.
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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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4 Questions
Q1.
√10 ÷ √5 =
√15
√5
2
Q2.
√15 ÷ √5 =
√5
2
5
Q3.
True or False √72 ÷√8 = 9
True
Q4.
The area of the rectangle is 2√3 . Find the missing length:
√12
√2
√3
5 Questions
Q1.
2√10 ÷ 2√5 =
√5
1
2
Q2.
9√15 ÷ 3√5 =
√3
5
The square root of two
Q3.
True or False 4√8 = 8√2
False
Q4.
√2
√8
2
Q5.
Is greater than one
Is less than 1
None of these