Question

Find the product.
(n² - ax) (6n² - 2ax)

Answer 1

6n^4 - 8n^2ax + 2a^2x^2

Explanation:

Use foil method

(n^2)(6n^2) = 6n^4

(n^2)(-2ax) = -2n^2ax

(-ax)(6n^2) = -6n^2ax

(-ax)(-2ax) = 2a^2x^2

Combine all terms

Answer 2

6
`n^(4)` - 8an²x + 2a²x²

Explanation:

(n² - ax) (6n² - 2ax)

= 6
`n^(4)` - 2an²x - 6an²x + 2a²x²

= 6
`n^(4)` - 8an²x + 2a²x²

So, the answer is 6
`n^(4)` - 8an²x + 2a²x²