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Question

For x=2,y=3,u=4, and v=3, the point (x+y,u+v) will lie in which quadrant?

A
I Quadrant
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B
II Quadrant
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C
III Quadrant
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D
IV Quadrant
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Solution

The correct option is A I Quadrant
Given: x=2,y=3,u=4,v=3
To find: (x+y,u+v) will lie in which quadrant
Putting the values of x,y,u,v in (x+y,u+v)
=(2+3,4+(3))=(5,1)
We know that, if abscissa > 0 and ordinate > 0, then the coordinates will lie in I Quadrant.
Since the value of (x+y)=5>0 and (u+v)=1>0,
(x+y,u+v) will lie in First Quadrant.

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