the rule ( x, 3/4) is applied to a polygon. the given point is on the original plygon. find the image of the point.
a= (6,8)
b=(9,8)
c= (3/2, 4,3)
To find the image of a given point after applying the rule (x, 3/4) to a polygon, you need to apply the rule to each coordinate of the point.
Let's go through each point and find its image:
a = (6, 8)
To apply the rule, we will multiply the x-coordinate (6) by 3 and divide the y-coordinate (8) by 4.
The image of point a will be:
(6 * 3, 8 / 4) = (18, 2)
b = (9, 8)
Following the same process:
(9 * 3, 8 / 4) = (27, 2)
c = (3/2, 4.3)
Again, applying the rule:
((3/2) * 3, (4/3) / 4) = (9/2, 1/3)
So, the images of the given points are:
a' = (18, 2)
b' = (27, 2)
c' = (9/2, 1/3)