- 12 The Rabbit Population In A National Park Rises And Falls Throughout The Year The Function F X 5000 Sin 3x 5 1 (21.75 KiB) Viewed 13 times
12. The rabbit population in a national park rises and falls throughout the year. The function f(x) = 5000 sin (3x - 5)
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12. The rabbit population in a national park rises and falls throughout the year. The function f(x) = 5000 sin (3x - 5)
12. The rabbit population in a national park rises and falls throughout the year. The function f(x) = 5000 sin (3x - 5) + 11000, where f(x), describes the rabbit population and x is the time in months. (x = 0 is December, 1 is January). a) Determine the maximum and minimum number of rabbits. b) Find two times (which two months) when the rabbit population is equal to 12 000. [A: 75]
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