What is the answer to solvefor Q,T=sqrt(hd-2Q) ?

The answer to solvefor Q,T=sqrt(hd-2Q) is Q=-(T^2-hd)/2

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solvefor Q,T=sqrt(hd-2Q)

solve for

Q, T = h d - 2 Q

Q = - \frac{T ^{2} - h d}{2}

Solution steps

T = h d - 2 Q

Square both sides:

T^{2} = h d - 2 Q

T^{2} = h d - 2 Q

Solve

T^{2} = h d - 2 Q : Q = - \frac{T ^{2} - h d}{2}

Q = - \frac{T ^{2} - h d}{2}

x, f (x - 3) = x - 3

x^{2} - 2 x + 1 = 2 - x

5 + 3 x = 8

What is the answer to solvefor Q,T=sqrt(hd-2Q) ?
The answer to solvefor Q,T=sqrt(hd-2Q) is Q=-(T^2-hd)/2