Question: A particle is accelerated from a stationary position and moves along a straight line as shown below. The accel

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Question: A particle is accelerated from a stationary position and moves along a straight line as shown below. The acceleration on the particle is given as a function of time.
v0=0 cm/s xo=0 cm t=0 s
a) Find the velocity of the particle at t=5 seconds [v(t=5)]. Use 2-point Gaussian Quadrature integration technique.b) Find the position of the particle at t=5 seconds [x(t=5)]. Use 2-point Gaussian Quadrature integration technique.
a) Find the velocity of the particle at t=5 seconds [v(t=5)]. Use 2-point Gaussian Quadrature integration technique.
b) Find the position of the particle at t=5 seconds [x(t=5)]. Use 2-point Gaussian Quadrature integration technique.
Question: A particle is accelerated from a stationary position and moves along a straight line as shown below. The acceleration on the particle is given as a function of time. t= 5 seconds a(t) = 10,8 cm/s) o х Vo=0 cm/s x=0 cm t=0 s a) Find the velocity of the particle at t=5 seconds (v(t=5)]. Use 2-point Gaussian Quadrature integration technique. b) Find the position of the particle at t=5 seconds (x(t=5)]. Use 2-point Gaussian Quadrature integration technique.