Applied Calculus Quiz 2 Solutions by Prof. S. Brick for Math 120, Summer ’03, Exercises of Calculus

The solutions to quiz 2 of applied calculus for math 120, taught by prof. S. Brick during the summer ’03 semester. The quiz covers various topics such as cost equations, revenue equations, break-even points, budget constraints, demand curves, and supply curves.

Typology: Exercises

2012/2013

Uploaded on 03/31/2013

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Prof. S. Brick Math 120
Summer ’03 Applied Calculus; Quiz 2 section 21
0. Print your name:
1. You decide to make Math T-shirts. You have fixed costs of $150 and variable costs
of $7 per shirt, selling them for ten dollars each. Find the cost equation and the revenue
equation. Find the break-even point.
2. You have a budget for textbooks and social events of $1200. Textbooks cost $100 each.
A night out (i.e., a social event) costs $40. Find and graph the equation of your budget
constraint. Label the axes and the intercept points (with their values). Shade the region
that corresponds to living within your means.
3. Draw two graphs, one a typical demand curve, the other a typical supply curve. Label
the axes on both graphs, using the convention from the book. And explain why each curve
is likely to be as you draw it.

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Prof. S. Brick Math 120

Summer ’03 Applied Calculus; Quiz 2 section 21

  1. Print your name:
  2. You decide to make Math T-shirts. You have fixed costs of $150 and variable costs of $7 per shirt, selling them for ten dollars each. Find the cost equation and the revenue equation. Find the break-even point.
  3. You have a budget for textbooks and social events of $1200. Textbooks cost $100 each. A night out (i.e., a social event) costs $40. Find and graph the equation of your budget constraint. Label the axes and the intercept points (with their values). Shade the region that corresponds to living within your means.
  4. Draw two graphs, one a typical demand curve, the other a typical supply curve. Label the axes on both graphs, using the convention from the book. And explain why each curve is likely to be as you draw it.