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1. What type of function does this equation represent? Linear Exponential y = -3x2 + 7x -8 Quadratic None of the above 2. What type of function does this equation represent? Linear Exponential f(x) = 16x + 11 Quadratic None of the above 3. What type of function does this equation represent? Linear Exponential y = 500(.5)x Quadratic None of the above 4. What type of function does this equation represent? Linear Exponential y = 17x3 - .2 Quadratic None of the above 5. What type of function do these points represent? Linear Exponential { (-2, 3), (-1, -2), (0, -3), (1, 0), (2, 7) } Quadratic None of the above 6. What type of function do these points represent? Linear Exponential { (-2, 8), (-1, 5), (0, 2), (1, -1), (2, -4) } Quadratic None of the above 7. What type of function do these points represent? Linear Exponential { (5, 3), (5, 5), (5, 7), (5, 9), (5, 11) } Quadratic None of the above 8. What type of function do these points represent? Linear Exponential { (-2, -¼), (-1, -½), (0, -1), (1, -2), (2, -4) } Quadratic None of the above Mrs. Gragion starts walking at a pace of 3 mph. Every 5 minutes, she increases her pace by 1 mph. How fast will she be walking after 35 minutes? Linear Exponential Quadratic None of the above 9. What type of function does this problem represent? rfclipart.com 10. What type of function does this problem represent? Willis has started his summer exercise workouts withthe hopes of joining the Detroit Lions offensiveline. If he starts at 105 pounds and plans to lose 3 pounds per week, how many weeks will it takeuntil he is under 180 pounds? Linear None of the above Quadratic Exponential A rocket is launched and the equation f(x) = -16x2+125x + 10 models its path where x is the time in seconds and f(x) is in meters. When will the rocket hit the ground? Quadratic None of the above Linear Exponential 11. What type of function does this problem represent? pamsclipart.com Carly bought $500 worth of Disney stock. It is advertised to increase at a rate of 4.5% per year. How much will her stock be worth in 20 years? Linear Exponential Quadratic None of the above 12. What type of function does this problem represent? |