The displacement in metres of a body varies with time t in second as y = t2 – t – 2. The displacement is zero for a positive of t equal to
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Answer:
The displacement in meters of the body
as a function of time y = t² -t -2
To find:
Where the displacement equals to 0 for a positive t.
Solution:
The displacement is given as:
y = t² -t -2
We need to find when y=0
So putting y=0, we get:
t² -t-2= 0
t² -2t +t -2 =0
t(t2)+1(t - 2) =0
(t-2)(t + 1) = 0
t=2, t = -1
Since t needs to be positive, therefore we will consider t=2 sec.
Therefore the displacement is 0 at t= 2 sec.
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