Answer:
- x = 3/4
- Therefore , option A is correct .
Explanation:
In the question we're given with an equation i.e.,
- 2 ( 6 - 2x ) - 2x = 2 ( 5 + x ) - 4
And we are asked to find the value of x .
Solution :

Step 1 : Solving parenthesis by multiplying it with 2 on both the sides :

Step 2 : Adding like terms on left hand side and subtracting like terms on right hand side :

Step 3 : Transposing 12 to right hand side and 2x to left hand side :

On further calculations we get :

Step 4 : Transposing 8 to right hand side :

Step 5 : Cancelling 6/8 to their simplest form :

- Therefore , value of x is 3/4 and it will make the equation true .
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