1. What linear function, y = f(X) has f (0) = 8 and f (7) = 14? 2. If f (t) = 2t - 12 + 3, what is f ( tth ) - f (t ) h 3. Find all solutions to the equation -4cosx = -sin x + 1. Write your answer in radians in terms of T 4. Sketch the graph of y = 3" - + 5. Find the domain, range, and horizontal asymptote. Include the horizontal asymptote in your graph. 5. Sketch the graph of y = 1093 (x + 2) + 5. Find the domain, range, and vertical asymptote. Include the vertical asymptote in your graph. 6. Find the domain fo the function 9() = 12-81. 7. From the graph below, find what is J (-15) and for what numbers X is f (X) = 0. 25 Fy -25 x 25 -25l8. Determine whether the graph is that of a function. If it is, use the graph to nd its domain and range, the intercepts, if any, and any symmetry with respect to the X-axis, the yaxis, or the origin. 9. Determine Whether the function is even, odd, or neither. a. ll?) = 43:3 aft\") = 33:3 c.f(37) =3373 5 10. A cellular phone plan had the following schedule of charges: Basic service, including 100 minutes of calls is $20.00/month; 2nd 100 minutes of calls is $0.075/minute; additional minutes of calls is $0.10/minute. a. What is the charge for 200 minutes of calls in one month? b. What is the charge for 250 minutes of calls in one month? c. Construct a mction that relates the monthly charge C for X minutes of calls