Answer:
Step-by-step explanation:
In the graph attached, we find a point G having the coordinates (-4, 3).
Now we will go by every transformation given in the question.
a). Original point : (-4, 3)
b). Reflected over the x - axis :
When point G is reflected over the x-axis new point will lie in 3rd quadrant.
New coordinates of the point will be (-4, -3)
c). Rotated 90° clockwise :
When point G is rotated by 90° clockwise then the new point will lie in 1st quadrant.
Coordinates of the new point will be (3, 4).
d). Shifted left by 4 units and up by 3 units.
New coordinates will be = [{-4 - (4)}, {3 + 3}]
= (-8, 6)
