(4) (a) Find the average value of cost on the intervals [0, π], [0, π/2], [0, π/4], [0, 0.01]. (b) Determine the general formula for ƒ[0,2] the average of cost over the interval [0, x]. (c) Calculate limx→ ƒ[0,x].
(4) (a) Find the average value of cost on the intervals [0, π], [0, π/2], [0, π/4], [0, 0.01]. (b) Determine the general formula for ƒ[0,2] the average of cost over the interval [0, x]. (c) Calculate limx→ ƒ[0,x].
(4) (a) Find the average value of cost on the intervals [0, π], [0, π/2], [0, π/4], [0, 0.01]. (b) Determine the general formula for ƒ[0,2] the average of cost over the interval [0, x]. (c) Calculate limx→ ƒ[0,x].
Transcribed Image Text:(4) (a) Find the average value of cost on the intervals [0, π], [0, π/2], [0, π/4], [0, 0.01]. (b)
Determine the general formula for ₁0,] the average of cost over the interval [0, x]. (c)
Calculate limx→0 f [0,x] ·
With differentiation, one of the major concepts of calculus. Integration involves the calculation of an integral, which is useful to find many quantities such as areas, volumes, and displacement.
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![(4) (a) Find the average value of cost on the intervals [0, π], [0, π/2], [0, π/4], [0, 0.01]. (b)
Determine the general formula for ₁0,] the average of cost over the interval [0, x]. (c)
Calculate limx→0 f [0,x] ·](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbe73d2f7-f48d-4799-ad26-f906d4f73fa5%2F326beb71-0351-416b-994b-ae3eb92dd809%2Fy78lthb_processed.png&w=3840&q=75)
