What is the solution for ((dy)/(dx))=0.011*y*(2-(y-25)) ?

The solution for ((dy)/(dx))=0.011*y*(2-(y-25)) is y=(0.297)/(-e^{-0.297x-c_{1)}+0.011}

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((dy)/(dx))=0.011y(2-(y-25))

(\frac{d y}{d x}) = 0.011 \cdot y \cdot (2 - (y - 25))

y = \frac{0.297}{- e ^{- 0.297 x - c_{1}} + 0.011}

Solution steps

(\frac{d y}{d x}) = 0.011 \cdot y \cdot (2 - (y - 25))

Solve Bernoulli ODE:

y = \frac{0.297}{- e ^{- 0.297 x - c_{1}} + 0.011}

y = \frac{0.297}{- e ^{- 0.297 x - c_{1}} + 0.011}

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What is the solution for ((dy)/(dx))=0.011*y*(2-(y-25)) ?
The solution for ((dy)/(dx))=0.011*y*(2-(y-25)) is y=(0.297)/(-e^{-0.297x-c_{1)}+0.011}