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Mathematics
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Riemann Sums
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Divide [0,3] in n subintervals, then \(\large \Delta x = \frac{3}{n}\). Show that the division points are \(\large x_k=\frac{3k}{n}\). If \(\large x _{k}^{*}\) is the left point, of each subinterval, what is f(x*k)?
Sorry, it took me a little long to type that...
Are you given a function \(f(x)\) ?
Yip, f(x)=16-x^2 but that isn't relevant for this particular question, right?
It's not irrelevant, you need it to answer the last part of the question.
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Oh, I thought we need to give it in terms of what we calculated earlier
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