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1). 32). 23). 54). 0 |
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Answer» A number P when divided by 24 LEAVES a remainder that is perfect SQUARE of an even number. We can write, P = 24k + square of an even number = An even number When this number is divided by 14, it leaves a remainder that is perfect square of an odd number. We can write, P = 14n + square of an odd number = An odd number P cannot be even and odd at the same time. ∴ Given condition is not possible |
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