Solve for s 3-2s=2(3-st)

Problem

3−2*s=2*(3−s(t))

Solution

1. Distribute the constant 2 on the right side of the equation to remove the parentheses.

3−2*s=6−2*s(t)

2. Rearrange the equation to group all terms containing s() on one side and constants on the other.

2*s(t)−2*s=6−3

3. Simplify the constant terms on the right side.

2*s(t)−2*s=3

4. Factor out the common variable s() from the terms on the left side.

s*(2*t−2)=3

5. Isolate s() by dividing both sides of the equation by the expression (2*t−2)

s=3/(2*t−2)

Final Answer

s=3/(2*t−2)

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