Asked by nadine reid
Consider the following table:
x 0 3 6 9 12 15
f(x) 37 36 34 30 21 3
(a) Use this data and a left-endpoint Riemann sum to estimate the integral:
∫^{15}_0 f(x)dx≈
(b) Use this data and a right-endpoint Riemann sum to estimate the integral:
∫^{15}_0 f(x)dx≈
(c) Find the average of the left- and right-endpoint Riemann sums to estimate the integral:
∫^{15}_0 f(x)dx≈
x 0 3 6 9 12 15
f(x) 37 36 34 30 21 3
(a) Use this data and a left-endpoint Riemann sum to estimate the integral:
∫^{15}_0 f(x)dx≈
(b) Use this data and a right-endpoint Riemann sum to estimate the integral:
∫^{15}_0 f(x)dx≈
(c) Find the average of the left- and right-endpoint Riemann sums to estimate the integral:
∫^{15}_0 f(x)dx≈
Answers
Answered by
oobleck
for the left sum, we have
left = 3(37+36+34+30+21)
similarly for the right
and then (left+right)/2
left = 3(37+36+34+30+21)
similarly for the right
and then (left+right)/2
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