This math problem is an algebraic problem, which needs some basic algebraic operations to solve.

First, multiply both sides of the equation by the denominator 2, and you can get:

x/(x-2) + 2/(x-2) = (6-x)/(x-2)

Then separate the formulas on both sides of the equation, and you can get:

[x+2(x-2)]/[(x-2)* 2]=(6-x)/(x-2)

Simplify to get:

(3x-2)/2(x-2) = (6-x)/(x-2)

Next, multiply the formulas on both sides of the equation by 2(x-2) respectively, and you can get:

3x-2 = (6-x)*2

Simplify to get:

3x-2 = 12-2x

By moving the unknown x to one side of the equation and simplifying it, we can get:

5x = 14

Therefore, the solution is x = 14/5.

To sum up, the answer to this math problem in the picture is 14/5.