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The equation of motion of a body of mass m kg which moves in a straight line under a force of n²x N towards the origin, in air with resistance mkv² N, is given by where x is measured in In a particular case, k given that at x = meters and n is a constant. 0.5 Ns²m-2 and n² = method with four steps to obtain an estimate of the velocity, v, at x 15 ms ¹. du v=+kv² = -n²x, dx 0 m, v = = 25 Nm-¹. Use the Euler - 1 m,

The equation of motion of a body of mass m kg which moves in a straight line under a force of n²x N towards the origin, in air with resistance mkv² N, is given by where x is measured in In a particular case, k given that at x = meters and n is a constant. 0.5 Ns²m-2 and n² = method with four steps to obtain an estimate of the velocity, v, at x 15 ms ¹. du v=+kv² = -n²x, dx 0 m, v = = 25 Nm-¹. Use the Euler - 1 m,

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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The equation of motion of a body of mass m kg which moves in a straight line under a force of n²x N towards the origin, in air with resistance mkv² N, is given by where x is measured in In a particular case, k given that at x = meters and n is a constant. 0.5 Ns²m-2 and n² = method with four steps to obtain an estimate of the velocity, v, at x 15 ms ¹. du v=+kv² = -n²x, dx 0 m, v = = 25 Nm-¹. Use the Euler - 1 m,
Transcribed Image Text:The equation of motion of a body of mass m kg which moves in a straight line under a force of n²x N towards the origin, in air with resistance mkv² N, is given by where x is measured in In a particular case, k given that at x = meters and n is a constant. 0.5 Ns²m-2 and n² = method with four steps to obtain an estimate of the velocity, v, at x 15 ms ¹. du v=+kv² = -n²x, dx 0 m, v = = 25 Nm-¹. Use the Euler - 1 m,
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