# How to calculate area between two curves calculator?

Are you the one that finds math problems challenging and impossible? Are you the one who feel difficulty remembering formulas and units? Then here is the ultimate solution to your problems. The math problems and calculations are always being so time-taking and effort-consuming, which makes the person tired and exhausted. That’s why many of the students complain that math is a dry subject. But if you get an understanding of its basic concepts, you will find it pretty easy to practice and solve. The digital calculators like the area between two curves calculator provide help in this regard.

**Area Between Two Curves Calculation:**

The curve is supposed to be a line like others, but it is not in a straight direction. The area between two curves is a terminology that defines the possible difference or variation between two definite integrals. The graph is plotted at first according to the present data. Shade the curves to make them prominent for the calculation. For calculation through the area between curves calculator, the steps become minimize to fasten the process.

The manual calculation for the area under two curves is effort-taking and has high error chances like human error, biases, unit error, etc. All these errors are easily removable through a reliable online tool. The tool’s reliability is a must to have authentic answers without any doubt. Otherwise, the purpose of using such tools fades out. For plotting the graph, the domains are required. Suppose there are two functions written as b ( x ) and c ( x ), and these are plotted as two individual curves. Draw two vertical lines from the horizontal edges to make a region for the area calculation.

m = b (x) & m = c (x)

**Area Between Two Curves Calculator:**

The area between curves calculator is a digital tool accessible from the web with 24 / 7 availability. When you get a curve to detect an area from two curves, try to find the area of the shaded region calculator at least once to get its advantages practically. This tool is a wonderful tool as it provides the result in detail. It does not merely present the end outcome of the calculation. The area under a curve calculator makes the calculation time saving as the user does not need to incorporate value in the formula. You do not even need to write the formula. Just enter the input value in the inbox corner and press “calculate.”

The calculation on the area between two curves calculator is quite practical and manageable as you can find the result concerning x or y. it shows you do not even have to switch values in the calculation formula. Once you have opened the calculator and entered values, you can find the result for either x or y in one click form area between two curves calculator.

**Positive and Negative Area Under Curve:**

The most common question that people ask is that it is possible to have the area’s negative value under two curves calculation. The answer is yes. It is not a strange thing to have an area in the negative. It mostly happens when both of the curves are on the graph’s x-axis, and then the area results in a negative value. It is a situational factor either the resulting value comes in a positive figure or a negative figure.

**Definite and Indefinite Integrals:**

The integrals are of two types: definite and indefinite. In the area between the two curves calculator, definite integrals are used. When upper and lower are constant, then the values are termed as definite integrals. On the other hand, the integral derivatives are the set of values derivative of function ‘f.’ The indefinite integrals represent the different functions family for which these are not used in the area under two curves calculation. The definite integrals are used as upper and lower limits are constant, providing accurate results.

After calculating the area under two curves values through the area between curves calculator, you will have the integral steps in a sequence as (i) term by term integration (ii) simplification of integration values, (iii) addition of constant of integration in the value.