In this blog post, we discuss how First order differential equation general solution can help students learn Algebra.
A linear first order differential equation is of the form y' + y P (x) = Q (x) or dy/dx + y P (x) = Q (x), where y, P, Q are functions of x, and y' is the first-order derivative of y. Such differential
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A first order and first-degree differential equation is of the form: \ (f (x, y) d x+g (x, y) d y=0\) or \ (\frac {d y} {d x}=\frac {f (x, y)} {g (x, y)}\) or \ (\frac { {dy}} { {dx}} = \phi \left (
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