0.034 m/s/s
Acceleration = change in velocity/time, so we havea = 9/4 m/s/s = 2.25 m/s/s
You want to take your change in velocity(Final Velocity - Initial Velocity)(Vi - Vf) (8.3 m/s - 5.0 m/s = 3.3m/s). The, you divide it by your average acceleration (0.50 m/s^2) (3.3m/s ÷ 0.50 m/s^2 = 6.6 m/s) So the Final Formula is t =(Vf - Vi) ÷ a
Since speed is distance traveled per unit of time, divide the distance by the time. Something that moves 5 meters in 30 seconds has an average speed of 5/30 m/s, which simplifies to 1/6 m/s, which is approximately 0.1667 m/s or 16.67 cm/s. If you prefer, you can multiply 0.1667 m/s by 3600 s/hr and divide it by 1000 m/km, giving you about 0.6 km/hr.
Assuming the the object was dropped and is relatively close to the earth's surface; then we can say that since: distance=(1/2)(acceleration)(time)2 ; 10m=(1/2)(9.8)(time)2 ; then the time spent falling is apprx. 1.429s, multiplied by the acceleration (9.8 m/s2) gives us a velocity of apprx. 14.00 m/s
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What time does Macy s open today and close d
Vi = 5 m/s A = (V_f- V_i )/t = (9 m⁄s- 5 m⁄s )/(4 sec) = (4 m⁄s )/(4 sec) = Vf = 9 m/s Change in time = 4 sec
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Acceleration = (v - u)/t Replace each variable in the equation with their units Acceleration = (m/s - m/s) / s Same common denominator (m - m/s)/s Apply divison of fractions (m-m)/s*s (m/s^2) Note: I know m - m = 0 but they are just units expressing metres!
Vf = V0 + at --> 0 = (8.5 m/s) - (5.3 m/s²)t -> t = (8.5 m/s)/(5.3 m/s²) = 1.60377 s
0.034 m/s/s
B -1.92 m/s2
Acceleration is the change in velocity with time. In the metric system it is measured in meters per second per second (meters/seconds squared). In your example just subtract the initial speed from the final speed and divide the difference by the time. So: 1.3 m/s - 1.1 m/s = 0.2 m/s. Divide 0.2 m/s by 20 s to get an acceleration of .01 m/s per s.
Acceleration is the change in velocity (m/s) divided by time (s), which is the same as meters divided by time in seconds squared (m/s2).
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