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Question

Find the square root of 64(xy)4(y+x)6(xz)10.

A
8(xy)2(y+x)3(xz)5)
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B
(xy)2(y+x)3(xz)5)
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C
8(xy)4(y+x)3(xz)5)
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D
8(xy)2(y+x)3(xz)5)
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Solution

The correct option is C 8(xy)2(y+x)3(xz)5)
Given, 64(xy)4(y+x)6(xz)10

64(xy)4(y+x)6(xz)10

= (8(xy)2(y+x)3(xz)5)2

So, the square root of 64(xy)4(y+x)6(xz)10=8(xy)2(y+x)3(xz)5)

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