11.13 The acceleration of a particle is defined by the relation a = A 6, where A is a constant. At t = 0, the particle starts at x = 8 m with E = 0. Knowing that at t = 1 s, v = 30 m/s, determine (a)...


11.13 The acceleration of a particle is defined by the relation a = A 6,<br>where A is a constant. At t = 0, the particle starts at x = 8 m with<br>E = 0. Knowing that at t = 1 s, v = 30 m/s, determine (a) the<br>times at which the velocity is zero, (b) the total distance traveled<br>by the particle when t = 5 s.<br>11.14 It is known that from t = 2 s to t = 10 s the acceleration of a<br>particle is inversely proportional to the cube of the time t. When<br>i = 2 s, v = -15 m/s, and when t = 10 s, v = 0.36 m/s. Knowing<br>that the particle is twice as far from the origin when t = 2 s as it<br>is when t 10 s, determine (a) the position of the particle when<br>t = 2 s and when t = 10 s, (b) the total distance traveled by the<br>particle from t = 2 s to t = 10 s.<br>11.15 The acceleration of a particle is defined by the relation a = -k/x.<br>It has been experimentally determined that v = 15 ft/s when<br>x = 0.6 ft and that v = 9 ft/s when x = 1.2 ft. Determine<br>(a) the velocity of the particle when x = 1.5 ft, (b) the position of<br>the particle at which its velocity is zero.<br>%3D<br>%3D<br>

Extracted text: 11.13 The acceleration of a particle is defined by the relation a = A 6, where A is a constant. At t = 0, the particle starts at x = 8 m with E = 0. Knowing that at t = 1 s, v = 30 m/s, determine (a) the times at which the velocity is zero, (b) the total distance traveled by the particle when t = 5 s. 11.14 It is known that from t = 2 s to t = 10 s the acceleration of a particle is inversely proportional to the cube of the time t. When i = 2 s, v = -15 m/s, and when t = 10 s, v = 0.36 m/s. Knowing that the particle is twice as far from the origin when t = 2 s as it is when t 10 s, determine (a) the position of the particle when t = 2 s and when t = 10 s, (b) the total distance traveled by the particle from t = 2 s to t = 10 s. 11.15 The acceleration of a particle is defined by the relation a = -k/x. It has been experimentally determined that v = 15 ft/s when x = 0.6 ft and that v = 9 ft/s when x = 1.2 ft. Determine (a) the velocity of the particle when x = 1.5 ft, (b) the position of the particle at which its velocity is zero. %3D %3D

Jun 11, 2022
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