pdf, 186.31 KB
pdf, 186.31 KB

Differentiation equation
find an integrating factor for a first order linear
differential equation, and use an integrating
factor to find the general solution
recall the meaning of the terms ‘complementary
function’ and ‘particular integral’ in the context
of linear differential equations, and recall
that the general solution is the sum of the
complementary function and a particular integral
find the complementary function for a first or
second order linear differential equation with
constant coefficients

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