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Given That (T) < 0 on the Interval [A

Question 5

Multiple Choice

Given that Given that (t) < 0 on the interval [a, b], what can be said about the relationship between the values of the integral I = dx, the Trapezoid Rule approximation for I, and the Midpoint Rule approximation for I? A) T<sub>n</sub> < I < M<sub>n</sub> B) M<sub>n</sub> < I < T<sub>n</sub> C) I < M<sub>n</sub> < T<sub>n</sub> D) T<sub>n</sub> < M<sub>n</sub> < I E) It is impossible to tell. (t) < 0 on the interval [a, b], what can be said about the relationship between the values of the integral I = Given that (t) < 0 on the interval [a, b], what can be said about the relationship between the values of the integral I = dx, the Trapezoid Rule approximation for I, and the Midpoint Rule approximation for I? A) T<sub>n</sub> < I < M<sub>n</sub> B) M<sub>n</sub> < I < T<sub>n</sub> C) I < M<sub>n</sub> < T<sub>n</sub> D) T<sub>n</sub> < M<sub>n</sub> < I E) It is impossible to tell. dx, the Trapezoid Rule approximation Given that (t) < 0 on the interval [a, b], what can be said about the relationship between the values of the integral I = dx, the Trapezoid Rule approximation for I, and the Midpoint Rule approximation for I? A) T<sub>n</sub> < I < M<sub>n</sub> B) M<sub>n</sub> < I < T<sub>n</sub> C) I < M<sub>n</sub> < T<sub>n</sub> D) T<sub>n</sub> < M<sub>n</sub> < I E) It is impossible to tell. for I, and the Midpoint Rule approximation Given that (t) < 0 on the interval [a, b], what can be said about the relationship between the values of the integral I = dx, the Trapezoid Rule approximation for I, and the Midpoint Rule approximation for I? A) T<sub>n</sub> < I < M<sub>n</sub> B) M<sub>n</sub> < I < T<sub>n</sub> C) I < M<sub>n</sub> < T<sub>n</sub> D) T<sub>n</sub> < M<sub>n</sub> < I E) It is impossible to tell. for I?


A) Tn < I < Mn
B) Mn < I < Tn
C) I < Mn < Tn
D) Tn < Mn < I
E) It is impossible to tell.

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