4 Questions
In Example 7, the integrating factor used to make the equation exact was $t$.
True
An integrating factor is a multiplier that makes a non-exact differential equation exact.
True
The total differential of the answer to a problem involving an integrating factor should be multiplied by the integrating factor.
False
An integrating factor is always a constant in the context of differential equations.
False
Learn about integrating factors in differential equations, which are multipliers that can be used to make non-exact equations exact and solve them. Explore an example of testing a nonlinear differential equation and using an integrating factor to make it exact.
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