For the above particle, if at t=0s, vx=-4 m/s, what is the velocity at t=20s?
With the same condition as in previous problem, what is the average velocity in time interval 0 to 20 s?
Yet still for the same setting, what is the average speed in time interval 0 to 20 s?
The answer for the average speed is 9.5 m/s not 9.1 m/s like the average velocity is and I can't firgure out why that is.
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For the above particle, if at t=0s, vx=-4 m/s, what is the velocity at t=20s? With...
Q2-b: A particle position s = 0 m at time t = 0s, then after 2 seconds i.e. at t = 2 s the particle position was at s = 3 m, then after 4 seconds i.e. at t = 6 s the particle position was at s = -1 m. Find the particle average velocity and average speed during the 6 seconds time interval.
Vx is the velocity of a particle moving along the x axis as shown. If x = 1.0 m at t = 1.0 s, what is the position of the particle at t = 6.0 s?
the velocity of a particle traveling in a straight line is given by v=(6t-3t^2)m/s, where t is in seconds, if s=0 when t= 0. determine the particles deceleration and position when t=3s. how far has the particle traveled during the 3s time interval and what is its average speed?
3) A particle moves in the xy-plane with velocity v (m/s) for time t (s) according to u = (6t-4t2)1+ 9). a. Determine the direction of the particle at t 1.5 s in terms of an b. Determine the time or times (for t>0s) when the velocity is zero. If it c. Determine the x-component and y-component of acceleration at d. Determine the time or times (for t>0s) when the acceleration is zero. angle with respect to the x-axis. is...
A particle moving along the x-axis has its velocity described by the function vx=2t2 m/s, where t is in s. Its initial position is x0 = 1.1 m at t0 = 0 s . 1. At 1.1 s , what is the particle's position? 2. At 1.1 s , what is the particle's velocity? 3. At 1.1 s , what is the particle's acceleration?
The velocity of a particle traveling in a straight line is given by v (6t-3t2) m/s, where t is in seconds. Suppose that s 0 when t0. a. Determine the particle's deceleration when t3.6s b. Determine the particle's position when t 3.6 s C. How far has the particle traveled during the 3.6-s time interval? d. What is the average speed of the particle for the time period given in previous part?
A motorized wheel is spinning with a rotational velocity of ub 1.73 rad/s. At t 0s, the operator switches the wheel to a higher speed setting. The rotational velocity of the wheel at all subsequent times is given by where c 1.5574 and b 6.09 s2. At what time, tamax, is the rotational acceleration a maximum? Number ms amax What is the maximum tangential acceleration, a, of a point on the wheel a distance R center? 1.11 m from its...
The velocity of a particle is v = {3i + (6 – 21)j} m/s, where t is in seconds. If r = 0 when t r = 0 when t = 0, determine displacement of the particle during the time interval t = 1 s to t = 3 s.
A particle's velocity is described by the function Vx = kt? m/s, where vx is in m/s, t is in s, and k is a constant. The particle's position at to = 0 s is Xo = -7.50 m. At ti = 1.00 s, the particle is at X1 = 6.40 m. Part A Determine the units of k in terms of m and s. AD o O ? Submit Request Answer Part B Complete previous part(s)
The velocity ofa particle is defined by v (-2i+(3-20A, m/s where t is in seconds. If r 0 when t 0, determine the displacement of the particle during the time interval t As (-8/-4A, m As (-6i+-6A. m As (-10/-2A.m As-(-4, m 1 s and t 4 s. A motor gives a disk A an angular acceleration of aA (2t+3) rads, where t is in seconds. If the inidal angular velocity of the disk is Dg 5 rads, determine the...