Which of the points $P(0,3), Q(1,0), R(0,-1), S(-5,0), T(1,2)$ do not lie on the $x$-axis?

  • A
    $P$ and $R$ only
  • B
    $Q$ and $S$ only
  • C
    $P, R$ and $T$
  • D
    $Q, S$ and $T$

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Similar Questions

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$

Plot the following points and check whether they are collinear or not:
$(1,1), (2,-3), (-1,-2)$

If $a=5$ and $b=7$,then the point $(a-b, b-a)$ lies in the $\ldots \ldots \ldots$ quadrant.

State the coordinates of the points shown in the figure below. (The scale on both axes is $1 \, cm = 10$ units.)

If the coordinates of the two points are $P(-2, 3)$ and $Q(-3, 5),$ then (abscissa of $P$) $-$ (abscissa of $Q$) is

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