Let f(x)=(√x^2+x) for 1≤x≤7 . We want to estimate *Attached by the trapezium method. a) Divide the domain of f into 4 subintervals of the same length. Calculate their common length Δx(exact value). b) Determine the approximation of *Attached provided by the trapezium method with 4 sub-intervals. Give the answer to 4 decimal places.
Let f(x)=(√x^2+x) for 1≤x≤7 . We want to estimate *Attached by the trapezium method. a) Divide the domain of f into 4 subintervals of the same length. Calculate their common length Δx(exact value). b) Determine the approximation of *Attached provided by the trapezium method with 4 sub-intervals. Give the answer to 4 decimal places.
Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
Problem 43SE: Let f(x)=1x . Find the number b such that the average rate of change off on the interval (2,b) is...
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Let f(x)=(√x^2+x) for 1≤x≤7 . We want to estimate
*Attached
by the trapezium method.
a) Divide the domain of f into 4 subintervals of the same length. Calculate their common length Δx(exact value).
b) Determine the approximation of
*Attached
provided by the trapezium method with 4 sub-intervals. Give the answer to 4 decimal places.
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