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Logic and Precalc Calendar 11

April 24, 2011 Leave a comment

Short week. No homework. End of marking period. Preparing for APs. Catch up. Work in class. Not at home. Unless you are catching up.

PC2 Calendar 11 S2011 – plenty of requiz opportunity

L11Calendar11

+ Bonus, Enthymeme worksheet/translate into standard form worksheet: L11worksheet enthymemes

Categories: Logic, Precalculus Tags: ,

Precalculus Calendar 10

April 24, 2011 Leave a comment

PC2 Calendar 10 S2011

The material from Gelfand is

1. Read 55 – 65
56 – 57: Explain
59: 1, 2a, 2b
60: 1st example
65: all

2. Read 80 – 88
84: bottom
85: bottom, 1 and 2
86: 1 (extra)
88: all

Categories: Precalculus Tags:

Precalc Quizzes 10, 11, 12, 13, 14

April 24, 2011 Leave a comment

With hints and comments:

PC2 Quiz 10 – Half life and compound interest. First read p181. Then, if you still are shaky, review p182 ex3 and the table on p188

PC2 Quiz 11 – Assorted log laws. Only the first 3 questions were mandatory. Review 5-5 and 5-6, esp. the table on 197 and the examples on 198 – 199.

PC2 Quiz 12 – Adding and subtracting rational expressions. Few issues here. For those of you who canceled from a sum, please don’t.

PC2 Quiz 13 – Partial fraction decomposition. Rewrite the rational expression as the sum of several rational expressions. Find the denominators by factoring. Express the numerators as A or Bx + C or Dx^2 + Ex + F, making sure that the degree of the numerator is one less than the degree of the denominator. The first bonus question involves three denominators. The second bonus question involves combining the original denominator the same expression, not squared. The result will yield numerators without x’s

PC2 Quiz 14 -

  • Question 1. Look at the graph, and talk about what the function might be. You should recognize the shape as f(x) = k + \frac{a}{x-h} or some variant thereof. Discuss the asymptotes.
  • Question 2. You have the equation and the graphs. point to the different part of the graphs, and associate them with the equation. What would this look like if the absolute value were not there? What would this look like if the fraction were not there? (very much like one of the graphs, not at all like the other). Why do some of the elements become more visible in one graph than in the other? Are there asymptotes?  (you may use diagrams or other graphs in your explanation)

Logic Calendar 10

April 10, 2011 Leave a comment

In which we test categorical syllogisms and commence a three week homework holiday.

L11Calendar10

Categories: Logic Tags:

Precalculus – Rational Expressions and Functions Worksheets

April 6, 2011 Leave a comment

Projects are due next week (before vacation). Extensions will be generously granted, but who wants to extend over vacation?

This week’s three worksheets are here. The lesson on partial fractions did not have a sheet.

PC2 Rational Expr Reduce

PC2 Adding Fractions

Partial Fractions

PC2 graphing a over x

Precalculus Calendar 9

April 3, 2011 Leave a comment

Rational expressions and rational functions. Most of this week’s work will be on worksheets which will be posted later in the week.

PC2 Calendar 9 S2011

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Logic Calendar Week 9

April 3, 2011 Leave a comment

Categorical Syllogisms L11Calendar09

Categories: Logic Tags:
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