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(d) The speed of an object ds / dt in (m/s) is given as: ds = 8t – 2 dt Given that it its position at t=0 is 1 m: (i) Determine its position at t=10 s. (ii) Determine the acceleration of the object and comment on the nature of its motion.

(d) The speed of an object ds / dt in (m/s) is given as: ds = 8t – 2 dt Given that it its position at t=0 is 1 m: (i) Determine its position at t=10 s. (ii) Determine the acceleration of the object and comment on the nature of its motion.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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(d) The speed of an object ds / dt in (m/s) is given as: ds = 8t – 2 dt Given that it its position at t=0 is 1 m: (i) Determine its position at t=10 s. (ii) Determine the acceleration of the object and comment on the nature of its motion. (e) Determine the integral 5x+2 -dx (3x+4)(x-1)
Transcribed Image Text:(d) The speed of an object ds / dt in (m/s) is given as: ds = 8t – 2 dt Given that it its position at t=0 is 1 m: (i) Determine its position at t=10 s. (ii) Determine the acceleration of the object and comment on the nature of its motion. (e) Determine the integral 5x+2 -dx (3x+4)(x-1)
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