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10 cards from this deck
An equation that relates a function to its derivatives.
Find a function that satisfies the equation.
It contains a constant, usually denoted by +c+c+c.
It includes specific values for the constants involved.
y=x3+ax+cy = x^3 + ax + cy=x3+ax+c, using integration.
Organizing dxdxdx and dydydy on opposite sides.
y=±eky = \pm e^ky=±ek, where kkk is a constant.
6 meters, as hhh approaches 6.
dx/dt=−k∗sqrt(x)dx/dt = -k * sqrt(x)dx/dt=−k∗sqrt(x), where kkk is a proportional constant.
t≈8.5t \approx 8.5t≈8.5 minutes from the tank model equation result.
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