The product of two dissimilar surds is
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The product of two dissimilar surds is a irrational number
Given : Two dissimilar surds
To find : The product of two dissimilar surds
Solution :
Step 1 of 2 :
Explain dissimilar surds
Dissimilar surds are those surds which have different radicand
Step 2 of 2 :
Find product of two dissimilar surds
Let us consider two dissimilar surds say 2√3 and 3√5
Now their product
= 2√3 × 3√5
= 6√15 : which is an irrational number
Hence we can conclude that product of two dissimilar surds is a irrational number
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