What is the product of 3a, 24a², 2a, and 9?

To find the product of the terms 3a, 24a², 2a, and 9, we follow these steps:

• Step 1: Multiply the coefficients together.
• The coefficients are 3, 24, 2, and 9.
• Calculating this gives: 3 × 24 = 72
• Then, 72 × 2 = 144
• Lastly, 144 × 9 = 1296.

So, the coefficient part of the product is 1296.

• Step 2: Now, multiply the variables.
• The variables are a, a², and a.
• When we multiply the variables, we add their exponents: a¹ × a² × a¹ = a^(1+2+1) = a⁴.

Combining both the coefficient and the variable part, we get:

The final product is: 1296a⁴