If P(-1, 1),Q(3, -4),R(1, -1),S(-2, -3),and T | vedclass

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Question

(C) In a Cartesian coordinate system,the fourth quadrant is defined by points $(x, y)$ where the $x$-coordinate is positive $(x > 0)$ and the $y$-coor

Vedclass · Accepted Answer

$Q$ and $R$

Vedclass · Answer

(C) In a Cartesian coordinate system,the fourth quadrant is defined by points $(x, y)$ where the $x$-coordinate is positive $(x > 0)$ and the $y$-coordinate is negative $(y Let us examine the given points:$P(-1, 1)$: $x$ is negative,$y$ is positive (Quadrant $II$).$Q(3, -4)$: $x$ is positive,$y$ is negative (Quadrant $IV$).$R(1, -1)$: $x$ is positive,$y$ is negative (Quadrant $IV$).$S(-2, -3)$: $x$ is negative,$y$ is negative (Quadrant $III$).$T(-4, 4)$: $x$ is negative,$y$ is positive (Quadrant $II$).Therefore,the points located in the fourth quadrant are $Q$ and $R$.

$x$	$1.25$	$0.25$	$1.5$	$-1.75$
$y$	$-0.5$	$1$	$1.5$	$-0.25$

If $P(-1, 1)$,$Q(3, -4)$,$R(1, -1)$,$S(-2, -3)$,and $T(-4, 4)$ are plotted on the graph paper,then the points in the fourth quadrant are:

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Verify your answer by plotting the points in the Cartesian plane.

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If $a=2, b=-3, c=-2$ and $d=-5,$ then the point $(ab, cd)$ is in the ......... quadrant.

Plot the points $(x, y)$ given by the following table using the scale $1 \ cm = 0.25 \ \text{units}$.
$x$ $1.25$ $0.25$ $1.5$ $-1.75$
$y$ $-0.5$ $1$ $1.5$ $-0.25$

Find the coordinates of the point:
$(i)$ which lies on both $x$ and $y$ axes.
$(ii)$ whose ordinate is $-4$ and which lies on the $y$-axis.
$(iii)$ whose abscissa is $5$ and which lies on the $x$-axis.

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