Answer: 11
Explanation:
Since we know RT we can add RS and ST to equal RT.

The parenthesizes are not necessary, but they help understand the parts of the equation.
We can remove the parenthesizes and then combine like terms.

Now add 7 to both sides to isolate the 3x.

Now divide by 3 to solve for x.

Now that we have solved for x we need to plug it back into the RS expression to solve for that length.

Now solve.
RS = 11