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For numbers 10-12, A skydiver jumps off an airplane. A function that models the velocity of x seconds into the jump is f(x) = 30 (1-e). %3D

For numbers 10-12, A skydiver jumps off an airplane. A function that models the velocity of x seconds into the jump is f(x) = 30 (1-e). %3D

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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According to your policy po, you can answer 3 subparts. So, here po. Sana masagot. Thank you!
For numbers 10-12, A skydiver jumps off an airplane. A function that models the velocity of x seconds into the jump is f(x) = 30 (1-e). If the area under the curve on the interval 0 corresponds to the distance fallen in the first t seconds, approximate the distance fallen in the first 30 seconds using Riemann sum with the following conditions: X-1+x 10. n=5 and Ci= 2. а. 823.44 b. 836.72 c. 757.65 d. 765.57 11. n=10 and Ci = Xi-1 a. 823.44 b. 836.72 c. 757.65 d. 765.57 12. n=15 and Ci = X¡ a. 823.44 b. 836.72 c. 757.65 d. 765.57
Transcribed Image Text:For numbers 10-12, A skydiver jumps off an airplane. A function that models the velocity of x seconds into the jump is f(x) = 30 (1-e). If the area under the curve on the interval 0 corresponds to the distance fallen in the first t seconds, approximate the distance fallen in the first 30 seconds using Riemann sum with the following conditions: X-1+x 10. n=5 and Ci= 2. а. 823.44 b. 836.72 c. 757.65 d. 765.57 11. n=10 and Ci = Xi-1 a. 823.44 b. 836.72 c. 757.65 d. 765.57 12. n=15 and Ci = X¡ a. 823.44 b. 836.72 c. 757.65 d. 765.57
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