Question

What property do you use when you rewrite the following equation:$6(x+1)=12$as $6x+6=12$

Short answer

The distributive property uses to rewrite the equation $6(x+1)=12$as$6x+6=12$.

Step-by-step solution

– Given information.

The given equation is:

$6(x+1)=12$

– Write the concept.

The distributive property is defined as:

$a(b\pm c)=ab\pm ac$

– Express the equation using property.

The equation $6(x+1)=12$can be written as in below:

$\begin{array}{c}6(x+1)=12\\ 6\times x+6\times 1=12\\ 6x+6=12\end{array}$