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Analytic Geometry and Statistics

Unit Focus:

  • Use the counting principles and the probability rules to analyze the Binomial Theorem and the binomial probability distribution.

  • Introduce parametric and polar forms for writing and graphing equations.

  • Find the limits of functions either by using its definition, by approximating it graphically and numerically or by evaluating one-sided ones.

  • Use a tangent line to approximate the slope of a graph at a point.

  • Find the tangent lines of a function.

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Unit 4

  • Calculate basic combinations, permutations, and factorials.

  • Calculate binomial probability distributions.

  • Use the Binomial Theorem to expand binomials.

  • Analyzing Pascal’s Triangle for its values and symmetries.

 

 

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  • Use vector operations to find direction, angles and magnitude.

  • Calculate velocity and find a force.

  • Graph curves represented by parametric equations.

  • Plot points in the polar coordinate plane

 

 

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  • Find limit at infinity.

  • Computing integral.

  • Find left and right limit at a point.

 

 

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  • Define a limit.

  • Find the value of a limit graphically and as a table, including limits at infinity.

  • Find the limit algebraically.

  • Find one sided limits graphically and algebraically.

  • Determine the x-values at which a function is continuous/discontinuous.

Skills                             Student Learning Objective (SLO)

SLO

1

SLO

2

SLO

3

SLO

4

SLO

3

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