Question

Triangle cde maps to triangle lmn with the transformation (x,y) —> (x+3,y-2) —> (2/3x, 2/3y)

Of cd =9 what is lm?

Answer 1

The answer is 890 best answer

Answer 2

The value of LM = 6.

Let's break down the given transformations for each point:

1. Original point:
`\( (x, y) \)`

2. First transformation:
`\( (x+3, y-2) \)`

3. Second transformation:
`\( \left((2)/(3)(x+3)`,
`(2)/(3)(y-2)\right) \)`

Now, if CD = 9 in the original triangle, LM can be found using the scale factor of
`\( (2)/(3) \)`, as the second transformation involves scaling by
`\( (2)/(3) \)`.

`\[ LM = (2)/(3) * CD \]\\LM = (2)/(3) * 9 \]\\LM = 6 \]`

Therefore, LM = 6.