The acceleration of a linear motion particle is given as a=-(0,1+sin(s/b)) the unit of acceleration is m/s2 and the unit of s is meters. T is in seconds when s=0, b= 0.77 and v=0.96. find the velocity of the particle when (i) s=-1m. (ii) find the position of the particle when the velocity is maximum. (iii) calculate the maximum speed reached by the particle.
The acceleration of a linear motion particle is given as a=-(0,1+sin(s/b)) the unit of acceleration is m/s2 and the unit of s is meters. T is in seconds when s=0, b= 0.77 and v=0.96. find the velocity of the particle when (i) s=-1m. (ii) find the position of the particle when the velocity is maximum. (iii) calculate the maximum speed reached by the particle.
Related questions
Question
The acceleration of a linear motion particle is given as a=-(0,1+sin(s/b)) the unit of acceleration is m/s2 and the unit of s is meters. T is in seconds when s=0, b= 0.77 and v=0.96. find the velocity of the particle when
(i) s=-1m.
(ii) find the position of the particle when the velocity is maximum.
(iii) calculate the maximum speed reached by the particle.
Expert Solution
Step 1
The velocity be expressed and calculated as,
Step 2
Re-write the above expression and substitute the given value,
Step by step
Solved in 4 steps with 4 images
