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1. The motion of a particle is given by a = 6v exponent 1/2 (or raised to 1/2), where a is in ft/ sec squared and v is in ft/sec, When t is zero, s = 6 ft v = 0, Find the relations between v and t, s and t, v and s. Answer; s = 3t cube + 6; v = 9t squared, Graph. 2. The motion of a particle is governed by a relation a = 4t squared, where acceleration (a) is in ft/ sec squared and time (t) is in seconds, When t is zero (t = 0) v = 2 ft/ sec and s = 4 ft. Find the values of velocity (v) and t = 2 sec, Graph. Answer; v = 3,860,71 mm/s (12,67 ft/sec), s = 4,063.70 mm (13.33 ft). %3D

1. The motion of a particle is given by a = 6v exponent 1/2 (or raised to 1/2), where a is in ft/ sec squared and v is in ft/sec, When t is zero, s = 6 ft v = 0, Find the relations between v and t, s and t, v and s. Answer; s = 3t cube + 6; v = 9t squared, Graph. 2. The motion of a particle is governed by a relation a = 4t squared, where acceleration (a) is in ft/ sec squared and time (t) is in seconds, When t is zero (t = 0) v = 2 ft/ sec and s = 4 ft. Find the values of velocity (v) and t = 2 sec, Graph. Answer; v = 3,860,71 mm/s (12,67 ft/sec), s = 4,063.70 mm (13.33 ft). %3D

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Case No, 4: RVA,4. Solve and draw the v-t, and s-t relations of each of the ff. problems, Scale: 1:100, All units must be expressed in mm, Affix your signature (on every page submitted) above your name, date and time finished, Upload you answer in the gc, in pdf. Submit your Ass, on time to avoid 1 point deduction, 1. The motion of a particle is given by a = bv exponent 1/2 (or raised to 1/2). where a is in ft/ sec squared and v is in ft/sec, When t is zero, s =6 ft v = 0, Find the relations between v and t, s and t, v and s. Answer: s = 3t cube + 6; v = 9t squared, Graph. 2. The motion of a particle is governed by a relation a = 4t squared, where acceleration (a) is in ft/ sec squared and time (t) is in seconds, When t is zero (t = 0) v = 2 ft/ sec and s = 4 ft. Find the values of velocity (v) and t = 2 sec, Graph. Answer: v = 3,860,71 mm/s (12,67 ft/sec), s = 4,063.70 mm (13.33 ft). of paper you have %3D %3D
Transcribed Image Text:Case No, 4: RVA,4. Solve and draw the v-t, and s-t relations of each of the ff. problems, Scale: 1:100, All units must be expressed in mm, Affix your signature (on every page submitted) above your name, date and time finished, Upload you answer in the gc, in pdf. Submit your Ass, on time to avoid 1 point deduction, 1. The motion of a particle is given by a = bv exponent 1/2 (or raised to 1/2). where a is in ft/ sec squared and v is in ft/sec, When t is zero, s =6 ft v = 0, Find the relations between v and t, s and t, v and s. Answer: s = 3t cube + 6; v = 9t squared, Graph. 2. The motion of a particle is governed by a relation a = 4t squared, where acceleration (a) is in ft/ sec squared and time (t) is in seconds, When t is zero (t = 0) v = 2 ft/ sec and s = 4 ft. Find the values of velocity (v) and t = 2 sec, Graph. Answer: v = 3,860,71 mm/s (12,67 ft/sec), s = 4,063.70 mm (13.33 ft). of paper you have %3D %3D
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