Question

Simplify the expression 4(x+2)+x+3

Answer 1

`5x+11`

Step-by-step explanation

`4\mleft(x+2\mright)+x+3`

Step 1

use distributive property to break the parenthesis:

remember the distributive property

`a(b+c)=ab+ac`

Hence

`\begin{gathered} 4(x+2)+x+3 \\ (4x+8)+x+3 \\ 4x+8+x+3 \\ \end{gathered}`

Step 2

add like terms

`\begin{gathered} 4x+8+x+3 \\ 5x+11 \end{gathered}`

so, the answer is

`5x+11`

I hope this helps you