Question

Find the coordinates of the image under this transformation (6,11)

(x,y)→?
(3,1)→?
(2,-3)→?
(4,-3)→?

Answer 1

To find the coordinates of the image under the given transformation, we need more information about the transformation itself. Without that, I can provide a general example of a transformation for illustration.

Suppose the transformation is a translation where every point (x, y) is shifted by adding a constant vector (a, b). The new coordinates (x', y') would be:

`\[ x' = x + a \]`

`\[ y' = y + b \]`

For example:

1. For the point (6, 11):
`\( x' = 6 + a \), \( y' = 11 + b \)`.

2. For the point (3, 1):
`\( x' = 3 + a \), \( y' = 1 + b \)`.

3. For the point (2, -3):
`\( x' = 2 + a \), \( y' = -3 + b \)`.

4. For the point (4, -3):
`\( x' = 4 + a \), \( y' = -3 + b \)`.

The values of a and b depend on the specific transformation. If you provide more details about the transformation, I can give a more precise answer.