Differentiation is the instantaneous change of rate or the slope of the curve whereas integration is the area falling under the curve. Mathematically, these two algebraic expressions are opposite to each other. Given below are the differentiating points between the two concepts.Differentiation is used to find the instantaneous changes such as velocity and also to find whether the function is increasing or decreasing. Integration gives the area under the curve.Results are obtained through division in differentiation and summation in integration.Both are different in the fact that they are applied differently. Also, they are the reversed processes of each other. Differentiation is the reversed process of integration and vice versa.Differentiation can be used to find the speed of a function whereas integration is used to determine the distance travelled by a given function.