Plot the points $(x, y)$ given by the following table using the scale $1 \ cm = 0.25 \ \text{units}$.
$x$ $1.25$ $0.25$ $1.5$ $-1.75$ $y$ $-0.5$ $1$ $1.5$ $-0.25$
| $x$ | $1.25$ | $0.25$ | $1.5$ | $-1.75$ |
| $y$ | $-0.5$ | $1$ | $1.5$ | $-0.25$ |
(N/A) To plot the points, we first identify the coordinates as ordered pairs $(x, y)$:
$1$. $(1.25, -0.5)$
$2$. $(0.25, 1)$
$3$. $(1.5, 1.5)$
$4$. $(-1.75, -0.25)$
Steps to plot:
- Draw the Cartesian plane with $X'OX$ and $Y'OY$ as the coordinate axes.
- Set the scale as $1 \ cm = 0.25 \ \text{units}$ on both axes.
- Locate each point by moving $x$ units along the $X$-axis and $y$ units along the $Y$-axis.
- The plotted points are shown in the graph below.
$1$. $(1.25, -0.5)$
$2$. $(0.25, 1)$
$3$. $(1.5, 1.5)$
$4$. $(-1.75, -0.25)$
Steps to plot:
- Draw the Cartesian plane with $X'OX$ and $Y'OY$ as the coordinate axes.
- Set the scale as $1 \ cm = 0.25 \ \text{units}$ on both axes.
- Locate each point by moving $x$ units along the $X$-axis and $y$ units along the $Y$-axis.
- The plotted points are shown in the graph below.
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