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Question

The value of ∣∣ ∣∣11111+x1111+y∣∣ ∣∣ is

A
x+y
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B
xy
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C
xy
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D
1+x+y
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Solution

The correct option is B xy
∣ ∣11111+x1111+y∣ ∣
=1((1+x)(1+y)1)1(1+y1)+1(11x)=x+y+xyyx=xy
∣ ∣11111+x1111+y∣ ∣=xy

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