Yefim S. answered 02/10/22
Math Tutor with Experience
a(t) = v'(t) = 120(7t + 16 - 7t)/(7t + 16)2 = 1920/(7t + 16)2.;
a(5) = 1920/412 = 1.142 ft/s2
a(10) = 1920/862 = 0.260 ft/s2;
a(20) = 1920/1562 = 0.0789 ft/s2.
Kaitlyn M.
asked 02/10/22The velocity of an automobile starting from rest is given by the equation below, where v is measured in feet per second and t is the time in seconds. (Round your answers to three decimal places.)
| v(t) = 120t |
| 7t + 16 |
(a) Find the acceleration at 5 seconds.
ft/sec2
(b) Find the acceleration at 10 seconds.
ft/sec2
(c) Find the acceleration at 20 seconds.
ft/sec2
Yefim S. answered 02/10/22
Math Tutor with Experience
a(t) = v'(t) = 120(7t + 16 - 7t)/(7t + 16)2 = 1920/(7t + 16)2.;
a(5) = 1920/412 = 1.142 ft/s2
a(10) = 1920/862 = 0.260 ft/s2;
a(20) = 1920/1562 = 0.0789 ft/s2.
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