You just have to figure out how many intervals you want to use (n).
Then, as it says, the interval width is Δx=2π/n
The interval is apparently [0,2π]
How do I figure out the upper and lower bounds for a riemann sum?
This question I'm working on tells me to assume:
Δx=2π/n and x_i=iΔx
and then gives me:
n b
lim ∑ sinx_iΔx = ∫f(x)dx
n⟶∞ i=1 a
Now I'm pretty sure f(x)=sinx, but I don't know how to find a or b. Sorry if this is a little convoluted, it's hard to type it out. Any help here would be appreciated. Thank you
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