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Given 3380,
Resolve 3380 into prime factors, we get
3380=2×2×5×13×13=(22×132×5)
Now to get perfect square we have to multiply the above equation by 5
Then we get,
3380=2×2×5×5×13×13
New number =(4×25×169)
=(22×52×132)
Taking squares as common from the above equation we get
∴ New number =(2×5×13)²
=(130)²
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Explanation:
3380=2×2×5×5×13×13
New number =(4×25×169)
=(22×52×132)
Taking squares as common from the above equation we get
∴ New number =(2×5×13)²
=(130)²
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