IF m,n ARE NATURAL NUMBERS, FOR WHAT VALUES OF m, DOES 2^n*5^n ENDS IN 5?
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Step-by-step explanation:
2n is always even for all values of n. 5m is always odd and ends with 5 for all values of m. But 2n × 5m is always even and ends in 0. ∴ 2n × 5m cannot end with the digit 5 for any values of m.
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