# Tag Archives: antiderivative

## Calculus – Use Integration to Find the Triangle Area Formula

By | April 15, 2017

Use Integration to Find the Triangle Area Formula In this tutorial students learn how to find the area between curves. The students then verify the solution using the GRAPH, WINDOW, CALC, INTEGRATION and TRACE features of the TI-84C. 1) Set the 2 functions equal to each other to find the interval over which the integration is… Read More »

## Calculus – Use Integration to find the Area Between Curves – Example 6

By | April 14, 2017

Use Integration to Find the Area Between Curves In this tutorial students learn how to find the area between curves. The students then verify the solution using the GRAPH, WINDOW, CALC, INTEGRATION and TRACE features of the TI-84C. 1) Set the 2 functions equal to each other to find the interval over which the integration is… Read More »

## Calculus – Use Integration to find Area Between Curves – Example 5

By | April 13, 2017

Use Integration to Find the Area Between Curves In this tutorial students learn how to find the area between curves. The students then verify the solution using the GRAPH, WINDOW, CALC, INTEGRATION and TRACE features of the TI-84C. 1) Set the 2 functions equal to each other to find the interval over which the integration is to take… Read More »

## Calculus – Use Integration to find Area Between Curves – Example 4

By | April 12, 2017

Integration – Find the Area Between Curves In this tutorial students learn how to find the area between curves. The students then verify the solution using the GRAPH, WINDOW, CALC, INTEGRATION and TRACE features of the TI-84C. 1) Set the 2 functions equal to each other to find the interval over which the integration is to take… Read More »

## Calculus – Use Integration to find Area Between Curves – Example 3

By | April 11, 2017

Integration – Find the Area Between Curves In this tutorial students learn how to find the area between curves. The students then verify the solution using the GRAPH, WINDOW, CALC, INTEGRATION and TRACE features of the TI-84C. 1) Set the 2 functions equal to each other to find the interval over which the integration is to take… Read More »

## Calculus – Use Integration to find Area Between Curves – Example 2

By | April 10, 2017

Integration – Find the Area Between Curves In this tutorial students learn how to find the area between curves. The students then verify the solution using the GRAPH, WINDOW, CALC, INTEGRATION and TRACE features of the TI-84C. 1) Set the 2 functions equal to each other to find the interval over which the integration is to… Read More »

## Calculus – Use Integration to find Area Between Curves

By | April 9, 2017

Integration – Find the Area Between Curves In this tutorial students learn how to find the area between curves. The students then verify the solution using the GRAPH, WINDOW, CALC, INTEGRATION and TRACE features of the TI-84C. 1) Set the 2 functions equal to each other to find the interval over which the integration is to… Read More »

## Calculus – Definite Integral Substitution Method

By | April 6, 2017

Definite Integral Substitution Method In this tutorial students learn how to evaluate the definite integral using the substitution technique. Virginia Standards of Learning(SOL) APC.11

## Calculus – Find the Definite Integral of a Cubic Function

By | April 5, 2017

Find the Definite Integral of a Cubic Function In this tutorial students learn how to evaluate the definite integral of a cubic function.  The students will also verify the results using the TI-84C. Virginia Standards of Learning(SOL) APC.11

## Calculus – Integrate using the u-substitution technique – Example 3

By | April 4, 2017

Integrate using the u-substitution technique In this tutorial students learn how to evaluate the integral of a function.  The students will learn how to integrate using the u-substitution technique. Virginia Standards of Learning(SOL) APC.11 The student will find antiderivatives directly from derivatives of basic functions and by substitution of variables (including change of limits for definite integrals).