Question 1 2 pts Given } (x) = -'--"-sin (xz)defined over the interval [0, 6) Use integration methods to solve questions

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Question 1 2 Pts Given X Sin Xz Defined Over The Interval 0 6 Use Integration Methods To Solve Questions 1 (35.19 KiB) Viewed 84 times

Question 1 2 Pts Given X Sin Xz Defined Over The Interval 0 6 Use Integration Methods To Solve Questions 2 (24.56 KiB) Viewed 84 times

Question 1 2 Pts Given X Sin Xz Defined Over The Interval 0 6 Use Integration Methods To Solve Questions 3 (19.79 KiB) Viewed 84 times

Question 1 2 Pts Given X Sin Xz Defined Over The Interval 0 6 Use Integration Methods To Solve Questions 4 (22.76 KiB) Viewed 84 times

Question 1 2 Pts Given X Sin Xz Defined Over The Interval 0 6 Use Integration Methods To Solve Questions 5 (29.29 KiB) Viewed 84 times

Question 1 2 pts Given } (x) = -'--"-sin (xz)defined over the interval [0, 6) Use integration methods to solve questions (1 to 5). . Using a step size h=2 for the interval [0,6], the area under f(x) between [0,4] using Trapezoidal Rule is:

Question 2 2 pts Using three area segments, the estimated area under f(x) between [0.6] using Simpson's 1/3 Rule is:

Question 3 2 pts Using two data points between (3.f(3)),(6,f (6)) including these two data points, the estimated area under f(x) between (0,6) using Simpson's 1/3 is:

Question 4 2 pts If the interval [0,6] was divided into 4 points including (O.F(0)). (6.F(6)), the estimated area under f(x) between (0,6] using Simpson's 1/3 is then Trapezoidal: O 1756.3 None O 579.3 14213

Question 5 2 pts If the interval [1,4] was divided into 7 points including (0,f(0)),(4.f (4)), the x-value of the sixth point in the evenly spaced data starting from the point (0.f(0)) is: None 45 O 3 2.5