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Introduction and Ground rules
1. What is a function
2.

3. Independent and dependent variables
4. Verbal description of a function. Example 4 pg 123
5. Group work Q9 pg 125
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1. Lines, Tangency, Slope of a line, parallel line slope, normal line slope
2. Computing slope problems
3.
4. Quiz 1

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1. Graphical Interpretation of functions
2. Open hole, closed hole, linear and power functions, shifting graphs
3. Simultaneous equations
4. What does it mean for the graph of two functions to intersect
5. HW 1 - Domain and graphical problems
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1. Average rate of change
2. Difference between average and average rate of change
3. Problems

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1. How average rate of change is related to Calculus
2. Slope of tangent line , estimation of instantaneous change
3.  General Algebra revision of Factorization, exponents and difference quotient
4. HW 2

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1. Introduction of limits, intuitive definition
2. Examples and Problems

3. Quiz 2

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1. How limits are found
2. Continuity, graphical interpretation, limit and function definition, existence of the limit
3. Examples and problems

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1. Consolidation of the limit concept
2.  More problems , infinite limits

3. HW 3

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1. Go back to the slope of the tangent line,  why we explored limits in the first place

2. Segway into instantaneous rate of change using limits

3. Examples and problems

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1. Application of the tangent line to find the values of the function close to the point of tangency

2. Problems

3. General algebra practice - completing the square, long division

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1. Application of the tangent line in estimating the roots of the equation

2. Problems

3. HW 4

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1. Exponential growth - meaning and importance

2. Problems

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1. e function and logarithms

2. Problems

3. HW 5

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1. Review all concepts

2. Quiz 3

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1. Review of all concepts

2. Class celebration or social activity