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2 and t = 12, and indicate whether each 12t (sec) result is an upper or lower estimate of the distance traveled. (a) A left sum with n = 2 subdivisions NOTE: Enter units that match those on the graph. The distance traveled is estimated to be meters This is an upper estimate. (b) A right sum with n = 2 subdivisions. NOTE: Enter units that match those on the graph. The distance traveled meters is estimated to be This is a lower estimate.

2 and t = 12, and indicate whether each 12t (sec) result is an upper or lower estimate of the distance traveled. (a) A left sum with n = 2 subdivisions NOTE: Enter units that match those on the graph. The distance traveled is estimated to be meters This is an upper estimate. (b) A right sum with n = 2 subdivisions. NOTE: Enter units that match those on the graph. The distance traveled meters is estimated to be This is a lower estimate.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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uestion 1 OT y and t = 12, and indicate whether each 6. 12t (sec) result is an upper or lower estimate of the distance traveled. (a) A left sum with n = 2 subdivisions NOTE: Enter units that match those on the graph. The distance traveled is estimated to be meters This is an upper estimate. (b) A right sum with n = 2 subdivisions. NOTE: Enter units that match those on the graph. The distance traveled meters is estimated to be This is a lower estimate.
Transcribed Image Text:uestion 1 OT y and t = 12, and indicate whether each 6. 12t (sec) result is an upper or lower estimate of the distance traveled. (a) A left sum with n = 2 subdivisions NOTE: Enter units that match those on the graph. The distance traveled is estimated to be meters This is an upper estimate. (b) A right sum with n = 2 subdivisions. NOTE: Enter units that match those on the graph. The distance traveled meters is estimated to be This is a lower estimate.
The figure shows the velocity of an object for 0 <t< 12. m/sec 10 v(t) 8 Calculate the following estimates of the 6. 4 distance the object travels between t = 0 %3D and t = 12, and indicate whether each 12 (sec) result is an upper or lower estimate of the distance traveled. (a) A left sum with n =2 subdivisions NOTE: Enter units that match those on the graph. The distance traveled is estimated to be meters This is an upper estimate. (b) A right sum with n = 2 subdivisions. NOTE: Enter units that match those on the graph. APR 6 tv LO
Transcribed Image Text:The figure shows the velocity of an object for 0 <t< 12. m/sec 10 v(t) 8 Calculate the following estimates of the 6. 4 distance the object travels between t = 0 %3D and t = 12, and indicate whether each 12 (sec) result is an upper or lower estimate of the distance traveled. (a) A left sum with n =2 subdivisions NOTE: Enter units that match those on the graph. The distance traveled is estimated to be meters This is an upper estimate. (b) A right sum with n = 2 subdivisions. NOTE: Enter units that match those on the graph. APR 6 tv LO
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