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All
For Fun Fibonacci
Math is
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Calculus
Rhapsody
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Chapter 1 |
Law of exponents |
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Introduction to Scientific Notation |
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Solving Linear equation |
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Translating English Phrases into Algebraic
Expressions
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Mixture Problems |
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Chapter 2 |
Graph of Linear
Equations |
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Graph of
non-linear Equations |
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What is a
relation and a function? |
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Graph of Linear
Equations in slope-intercept and in standard form. |
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How to find the
slope between? |
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Matching
equations with graph |
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Graph and slope
of a vertical and horizontal lines. |
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Parallel and
perpendicular lines |
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Application of Linear Function in real life |
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Writing the equation of a line (from a graph) Writing the equation of a line (from slope and intercept) Writing the equation of a line Wrting the equation of a line ( two points) |
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Writing the equation of a line parallel to a given line and passing through a given point |
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Writing the equation of a line parallel or perpendicular to a given line and passing through a given point |
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Chapter 3 |
Solving systems of equations by graphing
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Solving systems of equations by substitution
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Solving systems of equations by elimination.
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Chapter 4 |
Solving
linear inequalities
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Solving
compound linear inequalities with or, and
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Absolute Value Equation |
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Absolute Value Inequality |
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Graphing Linear Inequalities |
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Chapter 5 |
What is the Degree of a Polynomial?
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Combining like terms |
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Adding and Subtracting Polynomials
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Adding, Subtracting, Multiplying and
Dividing Algebraic
Expressions
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Multiplying Polynomials
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Factoring Polynomials |
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Factoring by
Grouping (4 terms) |
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Factoring Trinomials |
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Factoring difference of Two Squares |
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Factoring
Polynomial Equations = 0
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Chapter 6 |
Finding the Domain
of a Function |
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Simplifying
Rational Expressions
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Multiplying
Rational Expressions
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Adding, Subtract Rational Expressions |
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Simplifying Complex Fractions |
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Dividing Polynomials |
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Synthetic division
of polynomials |
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Logarithms - Rules, Applications,
and Examples
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TOPICS IN STATISTICS |
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Sampling
Methods |
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Massive Sampling |
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Basic Statistics Mean, Mode, Q1,Q2,Q3 Standard Deviation |
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Z Score |
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Regression Problems r = correlation coefficient a = slope and b = y-intercept |
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= correlation coefficient = coefficient of
Determination |
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Factorial |
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Probability |
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Discrete probability Mean, Standard Deviation |
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Binomial Probability Pdf and Cdf |
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Normal Probability |
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Central Limit Theorem |
Definition |
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Applications |
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2/06
1)
You need to attempt to do problems A, B, C, D, E, and F from practice problems part 1
but do omit part
4 and 8 on all of them
2)
To find r = correlation coefficient and the a = slope and b
= y-intercept of the regression equation( of the lines that goes through
the data and represent them), You need to use TI 83/84.
To do that please
watch the following links,
http://www.youtube.com/watch?v=3XUdT7cefJk
http://www.youtube.com/watch?v=nw6GOUtC2jY
http://www.youtube.com/watch?v=zvH7ZMyTwWc
2/06
3)
I was sick yesterday, and I am afraid that I could not inform
you earlier as not to come.
4)
Please go to class report and view your grades.
5)
Please check this announcement later today or tomorrow for important info.
6)
Have a great weekend
1/20
7)
These are more Practice Problems for part 1.
Please print and
try to answer as many problems as you can.
1/20
1.
You need to print course syllabus, part one Topics Review and Practice Problems
and
start studying them so you can be prepared to ask questions
when you come to the class.
2) Fill out the student contact sheet click here and bring it to class next meeting
3) Buy the proper calculator, print the instruction and learn how to input data
and how to find the
mean and standard deviation.
4) Your reading is the first 10 pages of Topics Review of part one
and for practice do
problems from pages 1,2,3,4,5,6 of
Practice Problems
from part one
5) Review PowerPoint presentation for Chapter 1
6) Print
project one
7) Check the announcement on regular basis.
8) Bring your calculator to class
9)
These are Quiz # 1
and Quiz # 2,
please look for the due
date on class calendar.
12) These are more Practice Problems for part 1. Please
print and answer as many as you
can.