n(½1⁄²x²) x² in the viewing rectangle [0, 1] by [0, 0.5] and let I = Draw the graph of f(x) = sin (a) Use the graph to decide whether L₂, R₂, M₂, and T₂ underestimate or overestimate I. O L₂ will underestimate I. O L₂ will overestimate I. O R₂ will underestimate I. O R₂ will overestimate I. O M₂ will underestimate I. O M₂ will overestimate I. O T₂ will underestimate I. O T₂ will overestimate I. f^«» (c) Compute L5, R 5, M5, and T5. (Round your answer to four decimal places.) L5 = R5 = M5 = T5 = (b) For any value of n, list the numbers LR M T, and I in increasing order. (Enter your answers as a comma-separated list.) From the graph, which do you think gives the best estimate of I? OLn ORn OMn OTn f(x) dx.

If you are not given the graph of a cosine function f(x) however its maximum and minimum are 3π given which are A A(,112) and B -,28). Are you able to tell the period and amplitude of 2 f(x)? If yes, write the period and amplitude; if no, explain your reasoning.

Sketch a graph of f(x,y) = x sin(y).

Sketch a graph of the function f(x) = – sin(x). -T/4 T/4 /2 37/4 5n/4 3n/2 77/4 -1 -2 -31 Clear All Draw: WM