Question

if x <0 and y >0,then the point (x,y) lies in quadrant 1. quadrant 2, quadrant 3, quadrant 4
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Answer 1

Answer

Quadrant 2

Explanation

Given,

x < 0

→ x is negative ( - )

→ abscissa is negative

and

y > 0

→ y is positive ( + )

→ ordinate is positive

Now, we need to know which quadrant has which signs for their abscissa (x) and ordinate (y)

In quadrant 1, both the abscissa and ordinate are positive. So, the given point (x, y) can't lie in quadrant - 1

In quadrant 2, the abscissa is negative and the ordinate is positive.

We are given the same that abscissa is negative and ordinate is positive. Hence the given point lies in second quadrant.

Also, Quadrant 3 has both abscissa and ordinate negative and quadrant 4 has ordinate negative but abscissa positive.

Answer 2

Answer:

$\color{Blue}{Your \:answer}$

=>As in second quadrant is positive and x is negative .

$\huge{THEREFORE.....}$

negative of x will be positive and y will remain positive, so (x,y ) will be in 1st quadrant as both are positive

REMEMBER THAT =

1. QUADRANT- X>OY>O

2.QUADRANT- X<OY>O

3.QUADRANT- X<OY<O

4. QUADRANT- X>OY<O

$<marque>HOPE IT HELPS YOU$