Use the following expressions for left and right sums
left sum | = | f(t0)Δt + f(t1)Δt + f(t2)Δt + + f(tn − 1)Δt |
right sum | = | f(t1)Δt + f(t2)Δt + f(t3)Δt + + f(tn)Δt |
and the following table.
t | 0 | 4 | 8 | 12 | 16 |
f(t) |
25 | 22 | 20 | 18 | 15 |
(a) If n = 4, what is Δt?
Δt =
What are
t0, t1, t2, t3, t4?
t0 | = | |
t1 | = | |
t2 | = | |
t3 | = | |
t4 | = |
What are
f(t0), f(t1), f(t2), f(t3), f(t4)?
f(t0) | = | |
f(t1) | = | |
f(t2) | = | |
f(t3) | = | |
f(t4) | = |
(b) Find the left and right sums using n = 4.
left sum | |
right sum |
(c) If n = 2, what is Δt?
Δt =
What are
t0, t1, t2?
t0 | = | |
t1 | = | |
t2 | = |
What are
f(t0), f(t1), f(t2)?
f(t0) | = | |
f(t1) | = | |
f(t2) | = |
(d) Find the left and right sums using n = 2.
left sum | |
right sum |
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