What is the answer to solvefor l,40=k^{0.5}l^{0.5} ?

The answer to solvefor l,40=k^{0.5}l^{0.5} is l=(1600)/k {No Solution}

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solvefor l,40=k^{0.5}l^{0.5}

solve for

l, 40 = k^{0.5} l^{0.5}

l = \frac{1600}{k} {No Solution}

Solution steps

40 = k^{0.5} l^{0.5}

Switch sides

k^{0.5} l^{0.5} = 40

Divide both sides by

k^{0.5}

l^{0.5} = \frac{40}{k ^{0.5}}

Square both sides:

l = \frac{1600}{k}

l = \frac{1600}{k}

Verify Solutions:

l = \frac{1600}{k} {No Solution}

The solution is

l = \frac{1600}{k} {No Solution}

7 = x - 1

(2 - x) (x + 2) = x

x^{2} + 3 + 2 x - 6 = 11

2 x = 17 x - 15

\frac{10}{9 x ^{\frac{1}{3}}} = 0

What is the answer to solvefor l,40=k^{0.5}l^{0.5} ?
The answer to solvefor l,40=k^{0.5}l^{0.5} is l=(1600)/k {No Solution}