Question

Given: j || k | m28 + m29 Prove: l || n

Answer 1

To prove l || n, we use the Transitive Property of Parallel Lines in Mathematics.

Step-by-step explanation:

To prove that l || n, we need to establish a relationship between j, k, m28, and m29. Since it is given that j || k and m28 + m29, we can utilize the Transitive Property of Parallel Lines to prove that l || n.

Step 1: Given j || k

Step 2: Given m28 + m29

Step 3: Since j || k and m28 + m29, we can use the Transitive Property of Parallel Lines to conclude that l || n.