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Byju's Answer
Standard IX
Mathematics
Addition and Subtraction of Like and Unlike Surds
Classify the ...
Question
Classify the given pair of surds into like surd and unlike surd.
√
52
,
5
√
13
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Solution
Since,
√
52
=
√
4
×
13
=
2
√
13
So,
√
52
,
5
√
13
is like surds.
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Similar questions
Q.
Classify the given pair of surds into like surds and unlike surds.
(i)
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,
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13
(ii)
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(iii)
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Classify given pair of surds into like surds
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Q.
What are like surds and unlike surds? Identify and write the set of like
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√
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,
√
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,
√
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√
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}
b) {
√
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√
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Q.
Classify the following into like surds:
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