Limits and Their Properties/Differentiation/Applications of Differentiation/Integration/...

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Limits and Their Properties/Differentiation/Applications of Differentiation/Integration/ Logarithmic, Exponential, and

Other Transcendental Functions

just write a paper on this math topics keep it simple put some rules related to these topics

Parul · Accepted Answer

Limits 
Limits of the function represents the boundary within which that particular function remains operation and when the function approaches its limits it takes form of a particular value.
Differentiation
Differentiation is a function by the virtue of sensitivity of one variable with respect to the change of another variable is calculated. It is a critical tool and part of calculus. Differentiation is subset of calculus and there are numerous applications that one can comprehend in practical world. Not only differentiation is critical part of mathematics as a subject, differentiation also finds its relevance in numerous scientific research and domains
Applications
1. First application is that differentiation is it is a tool to comprehend or evaluate the rate of change of a particular quantity with respect to change in other quantity. For instance, calculation of acceleration and velocity.

Limits and Their Properties/Differentiation/Applications of Differentiation/Integration/ Logarithmic, Exponential, and Other Transcendental Functions just write a paper on this math topics keep it...

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