Therefore ,The marked point will now have the updated coordinates P' (2, 7).
<h3>Define Translation of Points on a Coordinate Plane.</h3>
When a figure is transferred from one area to another without altering its size, shape, or orientation, a translation takes place. If we know which way and how far the figure to be moved, we can draw the translation in the coordinate plane.
Here,
On an X-Y coordinate plane, a figure is plotted.
When translating a figure 7 units to the down, we must provide the coordinates of the indicated point in the original figure
"(x, y)" = "(x + m, y + n)"
In response to the query, we have
The specified point's coordinates are: P (5,4).
The new coordinates of the indicated spot after this figure is translated 6 units to the right will be -
P'( 5,4- 7) = P'(5, -3) (5, -3)
As a result, the designated point's new coordinates are P' (5, -3)
The new coordinates of the marked point will be - P'(5, -3)
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