An integral represented as the difference between the integral values at specified upper, lower limits of the independent variable is known as the definite integral. Consider an expression _{a}∫^{b} f(y) . Here, a is the lower limit, b is upper limit and f(y) is the function. It is represented in XY plane, as a signed area bounded by the graph of f. In this calculator, you can find the definite integral of any function.

An integral represented as the difference between the integral values at specified upper, lower limits of the independent variable is known as the definite integral. Consider an expression _{a}∫^{b} f(y) . Here, a is the lower limit, b is upper limit and f(y) is the function. It is represented in XY plane, as a signed area bounded by the graph of f. In this calculator, you can find the definite integral of any function.

Code to add this calci to your website

- Write
**exp(y)**to calculate e^{y}value - Write
**sin(y)**to get sin y value - Use
**pow(y,2)**for y^{2} - Use
**y**as an operand - Use
**2(y)**as 2y