If figure PQRS is translated 6 units up 4 units to the left what are the coordinates of point s
Without knowing the coordinates of point S in the original figure, we cannot determine its new coordinates after the translation.
what is the answer
To find the new coordinates of point S after it is translated 6 units up and 4 units to the left, you need to apply the translation to the original coordinates of S.
Let's assume the original coordinates of point S are (x, y).
To translate the figure 6 units up, you add 6 to the y-coordinate:
New y-coordinate = y + 6
To translate the figure 4 units to the left, you subtract 4 from the x-coordinate:
New x-coordinate = x - 4
Therefore, the new coordinates of point S after the translation are (x - 4, y + 6).
To find the new coordinates of point S after the translation, we need to move it 6 units up and 4 units to the left.
Assuming the original coordinates of point S are (x, y), the new coordinates can be found by subtracting 4 from the x-coordinate and adding 6 to the y-coordinate.
So, the new coordinates of point S would be (x - 4, y + 6).