Answer:
(18,-6).
Explanation:
Given the point: (-6,-2)
On a dilation by a scale factor of 3, we have:
[tex]\mleft(-6,-2\mright)\to\mleft(-6\times3,-2\times3\mright)=(-18,-6)[/tex]Next, on translation over the y-axis, the y-value remains while the x-value changes its sign:
[tex](-18,-6)\to(18,-6)[/tex]Thus, the coordinates of the image of the point (-6,-2) after the given transformations is (18, -6).
