Answer:
(-5.4,3) is in the IInd quadrant, (3,-5.4) is in the IVth quadrant.
Mirror image of (-5.4,3)
Step-by-step explanation:
(a) The points are (-5.4,3) and (3,-5.4).
The origin is the center point of the graph. The right side of the x axis is positive the left side is negative. The upward direction from the origin is the positive y axis and the downward direction is negative y axis.
For (-5.4,3) the x axis location is -5.4 and the y axis location is 3
For (3,-5.4) the x axis location is 3 and the y axis location is -5.4
So, the point (-5.4,3) is in the IInd quadrant and the point (3,-5.4) is in the IVth quadrant.
(b) A mirror image with respect to y axis is the point on the opposite side of the quadrant where the point on x axis has changed the sign and y axis point remains constant.
The point (5.4,3) is the mirror image of the point (-5.4,3) with respect to y axis.
The point (3,-5.4) has the x and y points interchanged and the sign of the point on the y axis has changed when comparing to (5.4,3).
Step-by-step explanation:
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