सरल कीजिये 7^((1)/(2)).8^((1)/(2))...

सरल कीजिये
`7^((1)/(2)).8^((1)/(2))`

Verified by Experts

The correct Answer is:

`56^((1)/(2))`

सरल कीजिये 7^((1)/(2)).8^((1)/(2))
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(7)/(8)-(3)/(4)+(1)/(2)=(7-3+1)/(8)=
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The value of (.^7C0 +.^7C1)+(.^7C1+.^7C2)+(.^7C6+.^7C7) is (A) 2^7-1...
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2sin ^ (2) (8 (1 ^ (@)) / (2)) + 4cos16 ^ (@) sin (7 (1 ^ (@)) / (2)) ...
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(7)/(8)-:(7(1)/(2)-5(1)/(6)-:2(3)/(4))+4(1)/(2)
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The value of 7^((1)/(2)).8^((1)/(2)) is
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Simplify (7^(1/2).8^(1/2))
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To summarize: 7^(1//2)*8^(1//2)
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सरल करे (i) 2^(2//3).2^(1//3) (ii) 13^(1//5).17^(1//5) (iii) (7^...
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