Question

write an equation that says that the length of the green line is equal to the length of the black line. combine like terms.
equation:

Explanation:

Step1: Analyze the lengths

The green line has length 32. The black line is composed of two segments each of length \( p \), so its total length is \( p + p \).

Step2: Set lengths equal

Since the lengths are equal, we set up the equation \( p + p = 32 \).

Step3: Combine like terms

Combining the like terms \( p + p \) gives \( 2p \), so the equation becomes \( 2p = 32 \).

Answer:

\( 2p = 32 \)