The document is a presentation on differential equations prepared by Saliha Shaheen for a mathematics class. It defines differential equations as mathematical equations that relate functions to their derivatives. There are two types of differential equations: ordinary differential equations involving one independent variable and partial differential equations involving two or more independent variables. The presentation discusses order and degree of differential equations and concludes by thanking the audience.

1.  GROUP MEMBER
 HADIA 19104009-053
 SALIHA SHAHEEN 19104009-048
 SANA 19104009-049
 MAHIM 19104009-064

2. In the Name of Allah Most Gracious Most
Merciful
Differential
Equations
Prepared by
Saliha shaheen
- Dept. of mathematics - Faculty of
Science

3. C0NTENT
Introduction
Definition
Application
Real life application
conclusion
References

4. A differential equation is a mathematical equations that
relates some function with its derivatives. In
applications, the functions usually represent physical
quantities, the derivatives represent their rates of change,
and the equation defines a relationship between the two.
There are two type of diff. eq.
1.) ordinary differential equation
2.)partial differential equation

5. Differential equation is an equation involving an
unknown function and its derivatives.

6.  Partial Differential equation is differential
equation involving two or more independent
variables and its differentials are partial.
 Ordinary Differential equation is
differential equation involving one independent variable
and its differentials are ordinary.

8.  Order of Differential equation is the
order of the highest
derivative appearing in the equation

9.  Degree of Differential equation is
the power of highest derivative appearing in the
equation.
particular solution of a differential
equation is any one solution.
The general solution of differential
equation is the set of all solutions.

15. Conclusion
In this presentation we learn about differential
equation and their applications.
Differential equation relates function with its
derivatives.

16. THANK YOU