Question 1

What is Definite Integration Techniques Explained about?

Accepted Answer

Integration can be used to find the area under a curve between two values. There are three stages:

1) Write the integral, specifying the function and limits of integration.

2) Integrate the function.

3) Evaluate the integral by substituting the limits.

For example, to find the area of the region R bounded by the curve y = (4 - x)(x + 2) and the x-axis from x = 0 to x = 2:

1) Write the integral as: ∫02 (4 - x)(x + 2) dx

2) Integrate the function: [2x - x2/2 + 4

Question 2

Can I read Definite Integration Techniques Explained on EtoBox?

Accepted Answer

Definite Integration Techniques Explained by Ahmed Khalil is a document available to read on EtoBox.

About this document