Factorize: 24p2q – 4pq2 + 6pq.

Sure, here are the steps to factorize the given expression:

1. First, identify the common factor in all terms. In this case, the common factor is 2pq.

2. Divide each term by the common factor. This gives us:

   24p2q ÷ 2pq = 12p,

   -4pq2 ÷ 2pq = -2q,

   6pq ÷ 2pq = 3.

3. Write the original expression as the product of the common factor and the result of the division. This gives us:

   24p2q – 4pq2 + 6pq = 2pq(12p - 2q + 3).

So, the factorized form of 24p2q – 4pq2 + 6pq is 2pq(12p - 2q + 3).