Question

What is the product of (2x - 5)(2x + 5)2 ?

Answer 1

8x^2-50 is your answer hopes this helps

Answer 2

Answer:

4$x^{2} -50$

Step-by-step explanation:

Step 1:

Expand (2x+5)(2x-5) using the foil method

apply the distributive property

2x(2x-5)+5(2x-5)

Apply the distributive property

2x(2x)+2x·-5+5(2x-5)

Apply the distributive property

2x(2x)+2x×-5+5(2x)+5×-5

Simplify and combine like terms

Simplify each term

Multiply x by x

2 x 2$x^{2}$ + 2x x -5+5(2x)+5x-5

Multiply 2 by 2

4$x^{2}$ +2xx-5+5(2x)+5x-5

Multiply 2 by 5

4$x^{2}$ -10x+10x+5x-5

Multiply 5 by -5

4$x^{2}$ -10+10x-25

Add -10x and 10x.

4$x^{2}$ + 0 - 25

Add 4$x^{2}$ and 0

4$x^{2}$ -25

Step 2:

multiply the numbers:

4$x^{2}$ -25 x 2

4$x^{2}$ -50

Solution:

$4x^{2} -50$