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Math Handbook Calculator

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Input:
`dsolve(y(1,x)^2-2*y^2-4*y-2)`

Compute:
$$dsolve((y^{(1)}(x))^{2}-2\ y^{2}-4\ y-2)$$

Result:
$$0.7071067811865476\ log(1+y)=c_1+x\ and\ (-0.7071067811865476)\ log(1+y)=c_1+x$$

LaTeX:
0.7071067811865476\ log(1+y)=c_1+x\ and\ (-0.7071067811865476)\ log(1+y)=c_1+x

$$dsolve((y^{(1)}(x))^{2}-2\ y^{2}-4\ y-2) == 0.7071067811865476\ log(1+y)=c_1+x\ and\ (-0.7071067811865476)\ log(1+y)=c_1+x$$




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