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Unformatted text preview: t 4.) Find the exponential function g(t) = ab t if g(10) = 50 and g(30) = 25. 5.) Two giraffe populations are being studied. Giraffe population A begins at 25 giraffes and grows at a continuous rate of 4% per year. Giraffe population B begins at 35 giraffes and grows at a continuous rate of 2% per year. Find functions that represent each of the giraffe populations. Find when giraffe population A will catch up to giraffe population B. 6.) Solve the following equations using logarithms: (a.) 20 = (1.2) x (b.) 350 = 70 e x (c.) 44 (1.04) x = 2 (1.14) x (d.) 58e 4t + 1 = 30 7.) Give the equation of the asymptote for the following functions: (a.) y = log x (b.) y = e x (c.) y = log (x 2) 8.) Given the graph of f(x) below, sketch the graph of the following functions: (a.) f(x) + 2 (b.) f(x 3) (c.) f(4x) (d.) 4f(x) (e.) f(x) 2 (f.) 0.5f(x + 1) 2 Here is the graph of f(x):...
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- Fall '08