Applied Calculus Quiz 3 by Prof. S. Brick (Summer '02), Exercises of Calculus

The third quiz for math 120 - applied calculus, taught by prof. S. Brick during the summer of 2002. The quiz covers topics such as population growth, linear and exponential functions, and oscillating depths using the sine function.

Typology: Exercises

2012/2013

Uploaded on 03/31/2013

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Prof. S. Brick Math 120
Summer ’02 Applied Calculus; Quiz 3 section 11
0. Print your name:
1. A population has annual growth rate of 13.35%. Find its doubling time.
2. Suppose f(5) = 12.35 and f(15) = 34.23. Find two possible values for f(25), one if f
is linear and the other if fis exponential.
3. The depth of water in a tank oscillates once every 9 hours, with the smallest depth
being 4 feet and the largest being 16 feet. Using the sine function, find a possible formula
for depth as a function of time.

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Prof. S. Brick Math 120

Summer ’02 Applied Calculus; Quiz 3 section 11

  1. Print your name:
  2. A population has annual growth rate of 13.35%. Find its doubling time.
  3. Suppose f (5) = 12.35 and f (15) = 34.23. Find two possible values for f (25), one if f is linear and the other if f is exponential.
  4. The depth of water in a tank oscillates once every 9 hours, with the smallest depth being 4 feet and the largest being 16 feet. Using the sine function, find a possible formula for depth as a function of time.