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Question
Find HCF of the following pair of numbers by Euclid’s game
25 and 35
Sum
Solution
25 and 35
By Euclid’s game,
HCF (a, b) = HCF (a, a – b), if a > b.
Here 35 > 25
∴ HCF (25, 35) = HCF (35, 25)
= HCF (15, 10) = HCF (10, 5)
= HCF (5, 5) = 5
∴ HCF (25, 35) = 5
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Euclid’s Game
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