How do you find instantaneous speed?

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To find instantaneous speed at t=6 seconds, one can analyze the provided distance-time data points. Using a graph and drawing a line of best fit can yield a similar result to applying mathematical formulas for instantaneous speed. Both methods essentially involve curve fitting, which approximates the speed at that specific time. The discussion emphasizes that a graphical approach is valid and may be more intuitive for some. Ultimately, both methods should provide comparable results for determining instantaneous speed.
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how can I find the instantaneous speed when t=6 seconds for the following, and would it be any differnt if i draw a graph and find it using with the line of best fit.

d (m) l t (s)
---------------------------
0 l 0
2 l 1.59
4 l 2.37
6 l 3.87
8 l 3.98
10 l 6.09
12 l 8.90
14 l 8.66
16 l 9.23
18 l 10.18
 
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Your approach is probably the most reasonable. There are formulas one could use, but they would effectively get the same result as you could by a good curve fit. The formulas are curve fitting themselves.
 
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