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Unformatted text preview: 64 77 88 97 104 (a) (10 pts.) What is the rate of change of population at the instant t = 4 months? (b) (10 pts.) When is the rate of change approximately 5 rabbits/month? 4. (10 pts.) f ( x ) = 1 4x 2 . Find the slope of the tangent line at x = 3. 5. (10 pts.) A ball thrown up in the air has a height of h ( t ) = 30 t16 t 2 feet after t seconds. At the instant when velocity is 14 ft/s, how high is the ball? 6. (5 pts. ea.) For each of the following functions, compute f ′ ( x ). Assume that a and b are constants. Assume that g is an unknown function of x . (a) f ( x ) = bx 2 + x + 5 (b) f ( x ) = x ( a + bx ) 3 (c) f ( x ) = xg 32 x 2 + 2 x 9 2...
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 Fall '08
 STAFF
 Calculus, Derivative, 1 pt, 5 pts, 4 months, 10 pts, 14 ft

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