Keywords:
<em>Equation, simplified, variable, compare
</em>
For this case, we have an equation of the form
, where 
. The equation was simplified and we want to find the value of
when the variable
and compare the result of both equations. So:
(1)
We apply distributive property to simplify, taking into account that: 
(2)
If , we substitute in the original equation and in the simplified equation:
1) 
2) 
Thus, when is substituted in both expressions, the result is 6.
Answer:
For and , substituting we have the result is 6.
Cool the answer is y because she spend that
It’s right before the .3. There are 10 spaces/lines in between the numbers on the number line
