Differential equations can be defined as mathematical equations that relate functions with their derivatives, where functions can represent physical quantities, the derivative rates of change, and the equation a relationship between the two. Take your chance with our small quiz and see how much you know about these types of equations.
The solution may never be found
The solution may be numerically approximated using computers
The solution =1
The solution=x
On qualitative analysis of systems
On quantitative analysis systems
On qualitative systems
On functional systems
Fluxionum et Serierum Infinitarum
Methods fluxionum et serierum infinitarum
Methodus fluxionum et Serierum Infinitarum
Serierum Infinitarum
Dy=f(x)
Dy/dx= f(x)
Dy/2= f(x)
Dy/fx= g(x)
Dy/dx=f(x,y)
Dy=f(x)
Dy = f(x,y)
Dy/dx=f(y)
1965
1800
1865
1900
P(x)y= Q(x)^n
Y'+P(x)y= Q(x)
Y+p(x)= q(x)
Y'+P(x)y= Q(x)^n
In 1950
In 1920
In 1850
In 1750
It's an overall differential equation
It's an ordinary differential equation
It's an ordinary division
It's a differential equation
Marco polo
Leonardo Davinci
Isaac Newton
Jean Pascal
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