Other Math Archive: Questions from August 16, 2022
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4d,i please
4. Solve the initial value problem. (a) \( y^{\prime}=-x e^{x}, \quad y(0)=1 \) (b) \( y^{\prime}=x \sin x^{2}, \quad y\left(\sqrt{\frac{\pi}{2}}\right)=1 \) (c) \( y^{\prime}=\tan x, \quad y(\pi / 4)3 answers -
ASAP
\( (\forall x)[(\mathrm{Px} \& \mathrm{Hx}) \supset \sim \mathrm{Lxj}] \) 1) \( (\forall \mathrm{x})[(\mathrm{Px} \& \mathrm{Lxj}] \supset \mathrm{Gx}] \) 2) \( (\forall \mathrm{x})(\mathrm{Gx} \supse1 answer -
1 answer