Question: Consider the initial value problem: $$ t sqrt{y} y^{prime}(t)=2 t^{2} y+4 y sqrt{y}, quad 1 leq t leq 1.2, quad y(1)=1 $$ The approximation of

$Consider the initial value problem: $$ t \sqrt{y} y^{\prime}(t)=2 t^{2} y+4$

Consider the initial value problem: $$ t \sqrt{y} y^{\prime}(t)=2 t^{2} y+4 y \sqrt{y}, \quad 1 \leq t \leq 1.2, \quad y(1)=1 $$ The approximation of $y(1.2)$ by using Eule's method with sh=0.1$ is most nearly: $2.426$ $2.826$ $2.460$ $2.726$ SP.SD.438

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