What is the product of 2p, 73p², 4p, 3?

To find the product of the terms 2p, 73p², 4p, and 3, we need to multiply them together.

Let’s break it down step by step:

• First, we multiply the numerical coefficients: 2, 73, 4, and 3.
• Calculating this gives us: 2 × 73 = 146, then 146 × 4 = 584, and finally 584 × 3 = 1752.

Next, we add the exponents of the variable p. The terms we have are:

• 2p (which has an exponent of 1)
• 73p² (which has an exponent of 2)
• 4p (which has an exponent of 1)

To find the combined exponent for p, we add the individual exponents together:

1 (from 2p) + 2 (from 73p²) + 1 (from 4p) = 4.

So, the overall product will be:

1752p⁴

Thus, the final answer is 1752p⁴.