A quadrilateral has the following vertices:

A(-2;4) B(-4-2) C(4;-3) D(2;1).Determine the coordinates of the enlarged image if the scale factor = 2

just multiply all the numbers by 2.

To find the coordinates of the enlarged image of a quadrilateral, you need to multiply each coordinate of the original quadrilateral by the scale factor.

Given that the scale factor is 2, you can determine the coordinates of the enlarged image as follows:

Let's start with the coordinates of the original quadrilateral:

A(-2, 4)
B(-4, -2)
C(4, -3)
D(2, 1)

Now, multiply each coordinate by the scale factor of 2:

A' = (2 * -2, 2 * 4) = (-4, 8)
B' = (2 * -4, 2 * -2) = (-8, -4)
C' = (2 * 4, 2 * -3) = (8, -6)
D' = (2 * 2, 2 * 1) = (4, 2)

Therefore, the coordinates of the enlarged image of the quadrilateral are:

A' (-4, 8)
B' (-8, -4)
C' (8, -6)
D' (4, 2)