Choose the correct product of (8x - 4)(8x + 4). 
64x² - 16, 64x² + 16, 64x² - 64x + 16, 64x² + 64x + 16

Solution:

We will use the algebraic identity to find the correct product of (8x - 4)(8x + 4).

The equation is in the form (a + b)(a - b).

Therefore, we will use the algebraic identity 

a² - b² = (a + b)(a - b)

Where a = 8x and b = 4

Thus, the equation (8x - 4)(8x + 4) can be written in the form of (8x)² - (4)².

On simplifying it we get,

(8x - 4)(8x + 4)= 64x² - 16

Choose the correct product of (8x - 4)(8x + 4). 

Summary:

Using the algebraic identity a² - b² = (a + b)(a - b). The correct product of (8x - 4)(8x + 4) is 64x² - 16.