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Mathematics
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Please help with an integration problem...equation attached.
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Prove that \[\int\limits_{0}^{1}x^2dx = 1/3 \] by computing the \left endpoint approximation
so the other day we started from right endpoint
today we are going to start from left endpoint
good memory, am I looking for an equation first?
|dw:1429480327938:dw| this is what f(x)=x^2 where x is between 0 and 1 looks like we are going to build rectangles starting from the left endpoint all rectangles with equal base so we will still have the same deltax formula that is we will divide the length between the endpoints by n we are coming up with the sum of the n rectangles expression then we are going to take n to go to infinity
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|dw:1429480426911:dw|
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