y-axis: km/h; x-axis: minutes
If I want the distance in km, I have to remember to convert the minutes into hours, 1 min = 1/60 hr.
And the same applies to the antiderivative function? For example, for the integral from 2 to 3, I get 60km, but not mathematically.
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I arrive at Δt = 3 min – 2 min = 1 min = (1/60) h and v = 120 km/h
s = 120/60 km = 2 km
And of course, you must also consider the units when integrated.
Yes, of course, I did. Errors
best convert the speed in m/s (by 3.6) and the minutes in seconds. Then get out at the Integral Meter, which can be easily converted into kilometers.