Match the following points with their respective quadrants.

1^{s t}

quadrant

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2^{n d}

quadrant

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3^{r d}

quadrant

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4^{t h}

quadrant

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Solution

As shown in the graph above,

( -3, 1 ) lies in $2^{n d}$ quadrant

( 5, -3 ) lies in $4^{t h}$ quadrant

( 4, 4 ) lies in $1^{s t}$ quadrant

( -4, -6 ) lies in $3^{r d}$ quadrant

Suggest Corrections

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A (- 3, 2)

The point (2, 0) lies in both the $1^{s t}$ and $4^{t h}$ quadrants.

State true or false. The point (2, 0) lies in both the $1^{s t}$ and $4^{t h}$ quadrants.

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