Question

LM= x+32 LN=3x-10 find MN

Answer 1

To find the length of MN, subtract the length of LM from the length of LN. The answer is 2x - 42.

Step-by-step explanation:

To find the length of MN, we need to subtract the length of LM from the length of LN. Given that LM = x + 32 and LN = 3x - 10, we can substitute these values into the formula.

1. Plug in the value of LM: MN = (3x - 10) - (x + 32)
2. Combine like terms: MN = 3x - 10 - x - 32
3. Simplify: MN = 2x - 42

So, MN = 2x - 42.