Q^s=2p
To solve for the variable Q in the equation Q^s = 2p:
1. Start by taking the s-th root of both sides of the equation to isolate Q. The s-th root of Q^s is simply Q:
√(Q^s) = √(2p)
2. On the left side of the equation, the s-th root and the exponent s cancel out, leaving only Q:
Q = √(2p)
So, the solution for Q is Q = √(2p).
However, it's important to note that this solution assumes that s is a positive integer. If s is a fraction or a negative number, then additional steps need to be taken to solve the equation.