40=4(2k)^(1/4)*k^(3/4)

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Solution for 40=4(2k)^(1/4)*k^(3/4) equation: 


D( k )

k < 0

2*k < 0

k < 0

2*k < 0

2*k < 0

2*k+0 < 0 // - 0

2*k < 0 // : 2

k < 0/2

k < 0

k in <0:+oo)

40 = 4*(2*k)^(1/4)*k^(3/4) // - 4*(2*k)^(1/4)*k^(3/4)

40-(4*(2*k)^(1/4)*k^(3/4)) = 0

40-4*(2*k)^(1/4)*k^(3/4) = 0

40-4*2^(1/4)*k = 0 // - 40

-4*2^(1/4)*k = -40 // : -4*2^(1/4)

k = -40/(-4*2^(1/4))

k = 10*2^(-1/4)

k = 10*2^(-1/4)

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