Verified Answer :

Answer:The product of the given expression is :\(n^2+6n-16\)

Explanation:

Given expression:(n + 8)(n - 2)

Using identity: \((a+b)(a+c)=a^2+(b+c)a+bc\)

a = n, b=8, c= (-2)

\(n^2+(8+(-2))n+(8)(-2)\)

\(n^2+6n-16\)

The product of the given expression is :\(n^2+6n-16\)

Answer : The product of the given expression is:

\(n^2+6n-16\)

Explanation :

The given expression is:

\((n+8)(n-2)\)

First we have to open the bracket by multiplying the terms.

\(n^2-2n+8n-16\)

Now we are adding like terms.

\(n^2+6n-16\)

Hence, the product of the given expression is, \(n^2+6n-16\)

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