1. [K2 A2 T2 (:21 a) State the base function that corresponds to the transformed metion y = 2(3') + l b) State the parameters and describe the corresponding transfonrration. c) Complete the table of values and plot the transformed points to obtain graph of d) State the domain and range of the graph of the transformed function. e) Sketch (using pencil and paper method) both the base function and the transformed function on the same x-y plane (same graph paper or same sheet of paper) 2) [Kl Al Tl Cl] Air pressure decreases as altitude (height) increases. If you climb a tall mountain, yo may feel out of breath because of the air pressure (and the amount of oxygen) at the top of the mountait lower than at the base of the mountain. For this reason, people who climb Mount Everest need to bring oxygen tanks. The equation p(a) = 100(0.9147)\" represents the air pressure, measured in kiIOpascals (kPa), at an altitude a km above sea level. a) Use the equation to determine the air pressure at the altitude of Mount Logan. altitude 6050111. b) Use the equation to nd the altitude that corresponds to an air pressure of 20 kPa. (Hint: use trial a error method to solve this problem) 3) [K] Al] Prove this identity sin (x) + sin (x)cot2(x) = csc (x)