2^(3)sqrt(32) - 2^(3)sqrt(4) + root3(500...

`2^(3)sqrt(32) - 2^(3)sqrt(4) + root3(500)` बराबर है -

A

`2root3sqrt(6)`

B

`3sqrt(24)`

C

`6 root3(4)`

D

916

Verified by Experts

The correct Answer is:

C

2^(3)sqrt(32) - 2^(3)sqrt(4) + root3(500) बराबर है -
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sqrt(32)/sqrt2=sqrt(32/2)
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'""^(3)sqrt(2) xx ""^(4)sqrt(2) xx ""^(12)sqrt(32)= ?
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निम्नलिखित को सरल करें : sqrt(2).root3(3).root4(4)
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यदि ((3)/(2)+(sqrt(3))/(2)i)^(50)=3^(25)(x+iy) हों, तो (x,y) बराबर है ...
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int (x+2)/((x^(2)+3x+3) sqrt(x+1))dx बराबर है
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माना f(n) (theta) = (sum(r=1)^(n) cos (4r - 3)theta)/(sum(r = 1)^(n) s...
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कौन सी करणी बड़ी है ? sqrt((1)/(2)) या root3((2)/(3))
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गुणा करे: 3.root3(32) xx 3.root3(4)
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