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Equations of Motion: Translation Learning Goal: To use the equations of motion as they relate to linear translation of an obj
Part A - Shortest Time to reach a Given Speed with Rear-Wheel Drive Determine the shortest time it takes the car to reach a s
Part C-Shortest Time to reach a Given Speed with All-Wheel Drive Determine the shortest time it takes the car to reach a spee
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Here we are goint to use Motion equation to solve this problem.Please go through images given below for step by step answer of your problem,

Solution page-s F. B.D. or car W = 1200x 981 M 1200xar J c = 0.350m. 0.240NA 20240 NB NA 1.05 11.65 Given pata : m= 1200kg lsPage 2 Rear 1 for fight when drive, 0.240 NB to put in egn. ② and 3 0.2400A = 1200dG. INAINB- (1200x9.81) = 0 1.2 -CNAX1.05)Page 3 Front wheel drive, 0.2TONA-O. pur in echt. ③ and 3. 0.240 NB - 1200 la NA+NB- (1200x9.81)=0 - CNAX 105) + CNB X1.65) -Page 4 ♡ for 4-wheel drive ( Please refer fig, @) 0-240 NA +0.240 NB = 12000 MA & HB - 1200X9.81 (23) 0.084 - 1.05NA + 1.65 N

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