1. You (safely) bungee jump from a 200-feet tall bridge in your town. Your distance above the water's surface depends on the time since you jumped. Sketch a reasonable graph. (3 points)For questions 2 - 5, sketch the graph of each function, showing two complete cycles between [-25,2x].Label the x-coordinates of any zeros or asymptotes. (3 points each) 2. y = COSXtal XFor questions 6 - B, sketoh two complete cycles of the graph, then answer the questions about the function: a). What is the period? (2 points) b). What is the amplitude? (2 points) o). How is the graph related to its parent graph y: sinx or y: cost? (2 points) 6. y- 5 sin2x 7. NoI\f9. Which pair of functions has identical graphs? (2 points) (C) = COS X- (b) y= -cos( x - ) (a) = sin x+10. Write the particular equation of this transformed cosine graph. (Hint: Try to find the best point to center the sinusoidal axis.) (3 points) -1 6 -3 -111. Write the particular equation of this transformed sine graph. Assume that the horizontal shift is 1 unit to the right. (Hint: Try to find the best paint to center the sinusoidal axis.) (3 points) 12. Write the equation of the transformed graph of tangent with period 4 that has been shifted vertically up 3 units. (3 points) 13. Write the equation of the transformed graph of sine with period > that has been shifted vertically up 3 units and has an amplitude of > . (3 points) 14. Write the equation of the transformed graph of sine with period > that has been shifted horizontally to the right 3 units, has an amplitude of ? , and has been flipped across the x-axis. (3 points)