L,.J Question 1 1 pts The line 3; = 33,1116 gig-axis and the vertical line 3; = 2 bound a triangle of area equal to two. Thus, 2 I=f wdx22. m=0 Evaluate the Riemann sum for the above integral as follows: take n subintervals of width 2 and use the right-hand endpoints of the intervals to evaluate the Riemann sum. For each n, this yields an approximation RS(n) for its value l. The error E(n) we commit by using this approximation is dened to be the difference 13(7).) 2 RS(n) I. Some of the following statements are true as n } +00, while others are false. Among the correct ones, which one is optimal (assuming that you want to know how bad the error can be)? Em) is in 0(1/21.) Em) is in 0(12) Em) is in 0(13) Bus) is in 0(1) E(n) is in 0(1/) E(n) is in O(n)