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pinkyjoshi65
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integration---very simple..need help fast!
how to integrate 6e^-2t
how to integrate 6e^-2t
pinkyjoshi65 said:so now suppose i want to put in values for t as 0 and 6..will i get the answer as 2.99?
(e^-2t)/-3
"Integration-very simple fast" is a mathematical method used to find the area under a curve. It is also known as the Riemann sum method.
This method involves dividing the area under a curve into smaller rectangles and approximating the area of each rectangle using the height and width. The sum of these approximated areas gives an estimate of the total area under the curve.
Like any mathematical method, the accuracy of "Integration-very simple fast" depends on the number of rectangles used. The more rectangles used, the closer the approximation will be to the actual area under the curve.
"Integration-very simple fast" can be used for any continuous function, meaning a function with no breaks or gaps in its graph.
"Integration-very simple fast" is a relatively easy and fast method for finding the area under a curve. It also provides a good approximation for most functions and is a good starting point for more complex integration methods.