Assume that at t1=0.25s the velocity of the object is v1=5.0cm/s. find the following velocities of the object: v0 at t0=0.0s, v2 at t2=0.50s, v3 at t3=0.75s, and v4 at t4=1.0s.

Question

Jabari Moore

Physics

9 December, 23:31

Assume that at t1=0.25s the velocity of the object is v1=5.0cm/s. find the following velocities of the object: v0 at t0=0.0s, v2 at t2=0.50s, v3 at t3=0.75s, and v4 at t4=1.0s.

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Demetrius Hooper · Answer 1

The equation for acceleration a is: a=v/t, where v is velocity and t is time. From there we can calculate the velocity: v=at, at any time if we know acceleration. If acceleration a is constant then:

a=v₁/t₁=5/0.25=20 cm/s²

Now we can find all velocities for the object:

v₀=at₀=20*0=0 cm/s

v₂=at₂=20*0.5 = 10 cm/s

v₃=at₃=20*0.75=15 cm/s

v₄=at₄=20*1=20 cm/s