Asked by Dan
t 2 4 6 8 10 12
v(t) 44 42 41 40 37 35
the velocity in the table is decreasing 2 </= x </= 12. Using n=5 subdivisions, approximate the total distance traveled for:
a) an upper estimate
b) a lower estimate
i'm not quite sure what the question is asking. i don't understand how n=5 fits in the approximation.
v(t) 44 42 41 40 37 35
the velocity in the table is decreasing 2 </= x </= 12. Using n=5 subdivisions, approximate the total distance traveled for:
a) an upper estimate
b) a lower estimate
i'm not quite sure what the question is asking. i don't understand how n=5 fits in the approximation.
Answers
Answered by
drwls
They want to to add up the distances travelled during the five intervals: 2 to 4 s, 4 to 6 s, 6 to 8 s, etc.
You will get an upper estimate by using the highest (first) velocity in each interval. You will get a lower by using the lowest (last) velocity in each interval.
This does not seem like a very instructive exercise.
You will get an upper estimate by using the highest (first) velocity in each interval. You will get a lower by using the lowest (last) velocity in each interval.
This does not seem like a very instructive exercise.
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