Internal problem ID [13348]
Book: Ordinary Differential Equations. An introduction to the fundamentals. Kenneth B. Howell.
second edition. CRC Press. FL, USA. 2020
Section: Chapter 5. LINEAR FIRST ORDER EQUATIONS. Additional exercises. page
103
Problem number: 5.1 (b).
ODE order: 1.
ODE degree: 1.
CAS Maple gives this as type [`y=_G(x,y')`]
\[ \boxed {y^{\prime } y^{2}+3 x^{2} y=\sin \left (x \right )} \]
✗ Solution by Maple
dsolve(y(x)^2*diff(y(x),x)+3*x^2*y(x)=sin(x),y(x), singsol=all)
\[ \text {No solution found} \]
✗ Solution by Mathematica
Time used: 0.0 (sec). Leaf size: 0
DSolve[y[x]^2*y'[x]+3*x^2*y[x]==Sin[x],y[x],x,IncludeSingularSolutions -> True]
Not solved