Find the product of 4x, 32x², 7x, and 1

To find the product of the numbers and variables, we multiply them together.

First, let’s write down the expression we need to calculate:

4x * 32x² * 7x * 1

We can multiply the coefficients (the numbers in front) together and also combine the variables:

1. Multiply the coefficients: 4 * 32 * 7 * 1

• 4 * 32 = 128
• 128 * 7 = 896

So, the product of the coefficients is 896.

2. Now, let’s multiply the variables. Remember that when we multiply variables, we add the exponents:

• x (from 4x) + 2 (from 32x²) + x (from 7x) = x¹ + x² + x¹ = x^(1+2+1) = x⁴

Putting it all together, the final product is:

896x⁴

Therefore, the product of 4x, 32x², 7x, and 1 is 896x⁴.