Identify the horizontal asymptote of each function. Determine if the graph of the function approaches this asymptote from above or below as a+ 00, and as a →-0. 22 a. f(z) = T - 2 - b g(z) = 2 +1 z-1 c. h(z) = %3D 22 - 3z - 4

Use the graph at right to find the given function value by locating the input on the horizontal​ axis, moving directly up or down to the graph of the​ function, and then moving left or right to find the output on the vertical axis. Find ​f(1​).

The temperature of a patient during an illness is given by the function below, where T is the temperature, in degrees Fahrenheit, at time t, in days, after the onset of the illness. Graph the function using a graphing calculator and use the MAXIMUM feature to find at what time the patient's temperature was highest. What was the highest temperature? T(t) = - 0.8t + 4.8t + 98.6, 0sts6 a) Graph the function using a graphing calculator. Choose the correct graph below. VA. OB. OC. O D. [0,6] by [98,108] [0,3] by [98,108] [0,6] by [98,108] [0,3] by [98,108] b) Use the MAXIMUM feature to determine at what time the patient's temperature was the highest. t=O days (Round to the nearest integer as needed.)