karush
Gold Member
MHB
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A car is traveling along a straight road with values of its continuous velocity $$f(t)$$ in ft/sec as given
$$t \ \ v(t)$$
$$0 \ \ 90$$
$$10 \ \ 75$$
$$20 \ \ 80$$
$$30 \ \ 100$$
$$40\ \ 90$$
$$50 \ \ 85$$
$$60 \ \ 80$$
Est the instantaneous acceleration of the car at $$t=20$$ sec.
there is no eq for this so using the values from table of t=10 and t=30 is elapsed time of 20sec
and from v(10)=75 and v(30)=100 we have a difference of 25 so presume we can the slope from this for instantaneous accelaeration at 20 sec
$$t \ \ v(t)$$
$$0 \ \ 90$$
$$10 \ \ 75$$
$$20 \ \ 80$$
$$30 \ \ 100$$
$$40\ \ 90$$
$$50 \ \ 85$$
$$60 \ \ 80$$
Est the instantaneous acceleration of the car at $$t=20$$ sec.
there is no eq for this so using the values from table of t=10 and t=30 is elapsed time of 20sec
and from v(10)=75 and v(30)=100 we have a difference of 25 so presume we can the slope from this for instantaneous accelaeration at 20 sec