yecko said:Homework Statement
Homework Equations
Integration of graph is the area.
The Attempt at a Solution
I don't think my way should have any problem in it, but I can't get the right answer.
Are there any careless mistakes in it? Or any other problems?
And how is the true answer get? And what is the answer?
Thank you very much
yecko said:http://i.imgur.com/WvL8be9.jpg
sorry for the problems. i didn't aware of them. hope you may help with this. thank you
yecko said:
Simple integration for an area problem is a mathematical method used to find the area under a curve by breaking it down into smaller, simpler shapes and summing their areas.
Simple integration is used in many fields, including physics, engineering, and economics, to find the area under a curve and solve various problems. For example, it can be used to calculate the distance traveled by an object over time or to find the total cost of a production process.
The basic steps of simple integration for an area problem are: 1) identify the function that represents the curve, 2) break the curve into smaller sections, 3) find the area of each section using basic geometry, 4) sum the areas of all sections to find the total area under the curve.
No, simple integration can only be used for curves that have a known equation or can be approximated by a known function. It cannot be used for irregular curves or curves with infinite points, such as fractals.
Yes, there are limitations to using simple integration. It can only provide an approximate solution, as the smaller the sections used, the more accurate the result will be. Additionally, it may not be able to accurately calculate the area of curves with sharp turns or discontinuities.