Please explain to me whether the statement below is true or false.
1. On the interval [a,b], the average value of f(x) + g(x) is the average
value of f(x) plus the average value of g(x).
2. If a
than the average value of f on the interval [a,b]
3. The average value of the product, f(x)g(x), of two functions on
an interval equals the product of the average values of f(x) and
g(x) on the interval.
4. A 4-term left hand Riemann sum approximation cannot give the
exact value of a definite integral.
Many thanks to those who are willing to help me.
2006-11-08
08:41:48
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