Solution of the proportion:
is x=8.
Step-by-step explanation:
We need to find solution of the proportion: ![\frac{x-6}{4}=\frac{2}{4}](/tpl/images/1071/5377/dccb5.png)
For solving the equation, first we will multiply both sides by 4
![\frac{x-6}{4}=\frac{2}{4}](/tpl/images/1071/5377/dccb5.png)
![4\times \frac{x-6}{4}=4\times \frac{2}{4}](/tpl/images/1071/5377/a8488.png)
![x-6=4(\frac{2}{4})](/tpl/images/1071/5377/4ae5a.png)
Simplifying
![x-6=2](/tpl/images/1071/5377/ffb4c.png)
Adding 6 on both sides
![x-6+6=2+6x=8](/tpl/images/1071/5377/4c2b3.png)
So, solution of the proportion:
is x=8.
Note: Kindly recheck your options as correct answer is x =8.