I need help with these two problems: 1.) x^2y'= xy-y^2 x>1 y(e)= e 2.) (secx) dy/dx= e^y+sinx
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Originally Posted by TAG16 I need help with these two problems: 1.) x^2y'= xy-y^2 x>1 y(e)= e 2.) (secx) dy/dx= e^y+sinx 1) let $\displaystyle y = \frac{1}{u}$ 2) let $\displaystyle y = - \ln u$ Both will linearize.
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