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Question

Let O be the origin and A(1,0), B(0,1) and P(x,y) are points such that xy>0 and x+y<1, then

A
P either lies inside ΔOAB or in the third quadrant
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B
P cannot lie inside ΔOAB
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C
P lies inside ΔOAB
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D
P lies in the first quadrant only
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Solution

The correct option is A P either lies inside ΔOAB or in the third quadrant
The correct answer is option (a). Check the video for the approach.

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