Simplify :
$2[8p + 5\begin{Bmatrix} - 2(n - n + p) + 4p\end{Bmatrix}]$
Answer & explanation
Correct answer: option 1
$2[8p + 5\begin{Bmatrix} - 2(n - n + p) + 4p\end{Bmatrix}]$
= 2[8p + 5 {n + 2p + 4p}] = 2[8p+5n+30p]
= 16p + 10n + 60p
= 76p + 10n
Simplify :
$2[8p + 5\begin{Bmatrix} - 2(n - n + p) + 4p\end{Bmatrix}]$
Correct answer: option 1
$2[8p + 5\begin{Bmatrix} - 2(n - n + p) + 4p\end{Bmatrix}]$
= 2[8p + 5 {n + 2p + 4p}] = 2[8p+5n+30p]
= 16p + 10n + 60p
= 76p + 10n