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Jefferson Huera Guzman

Formula for the volume of revolution around the y axis

Volume of Revolution About the y-Axis with Examples

The volume of revolution formed when we rotate an area by 2π around the y-axis can be found by using … Read more

Categories Calculus
Formula for the volume of revolution around the x axis

Volume of Revolution About the x-Axis with Examples

The volume of revolution about the x-axis can be found by evaluating a definite integral with respect to the square … Read more

Categories Calculus
Diagram of the area between two curves

Area Between Two Curves – Examples with Answers

We can find the area between two curves by finding the area under each curve separately. Then, we can subtract … Read more

Categories Calculus
Formula for the area between a curve and y axis

Area Between a Curve and y Axis with Examples

The area between a curve and the y-axis can be found using two main methods. The first method consists of … Read more

Categories Calculus
Diagram of the area under a curve

Area Under a Curve – Examples with Answers

The area under a curve can be found using definite integrals. In turn, the definite integrals are calculated by integrating … Read more

Categories Calculus
Definite Integral Formula

Definite Integrals – Examples with Answers

Definite integrals are characterized by resulting in a specific or defined value. To find the definite integral of a function, … Read more

Categories Calculus
Integrals of functions

Indefinite Integrals – Examples with Answers

The indefinite integrals of functions with numerical exponents can be solved by adding 1 to the exponent of each term, … Read more

Categories Calculus
Formula for the integral of a polynomial

Integrals of Polynomials – Examples with answers

The integral of a polynomial can be found by adding 1 to the exponents of the variable of each term … Read more

Categories Calculus
Second Derivative Criterion

Second Derivative Test for Stationary Points

The second derivative test is a test that allows us to find the nature of the stationary points of a … Read more

Categories Calculus
Maxima and minima of a curve

Maxima and minima with second derivative – Examples with answers

The maximum and minimum points of a function are stationary points. These points can be found by forming an equation … Read more

Categories Calculus
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