Math, asked by abdullah1920, 4 months ago

Find the value of (5 + 5x5V5)

Answers

Answered by Harshikesh16726

Answer:

We can write sqrt(5) =5^1/2.In the above-mentioned problem 5^1/2 is multiplied by 4 times .Hence, (5^1/2)^4 as the base 5^1/2 is equal so the exponents will get added up. (5^1/2)^4 = 5^(1/2 +1/2 +1/2 +1/2) = 5^2 =25

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