Unit 7: Derivatives of Other Functions
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Lesson #3: Applications of Trigonometric Functions
Warm Up Differentiate the following reciprocal trig ratios by first converting to the corresponding tr
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Problem Set More Derivatives by First Principles
For each of the following functions:
a) Determine the derivative
b) Determine the slope of the tangent at
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Lesson #5: The Vector Equation of a Plane in Space
L.G.: I can determine the vector and parametric equations of a plane in space.
Recall: To uniquely define a line in space, we need eithe
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Lesson #4: Intersection of Lines in Two and Three Space
L.G.: I can determine the point of intersection of two lines in R2 and R3.
Intersection of Two Lines in R2
Q: In how many ways can two li
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Lesson #4: The Natural Exponential Function & its Derivative
L.G.: I can define and graph the natural exponential function e x and take its derivative.
Warm Up Review of Logs and Exponen
Unit 7: Derivatives of Other Functions
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Lesson #1-2: Derivatives of Trigonometric Functions
L.G.: I can take the derivative of the primary trig functions of y=sinx, y=cosx, and y=tanx.
Minds On
Unit VI: Lines & Planes
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Lesson 3: Equations of Lines in
LG: I can represent lines in three space using vector, parametric and symmetric equations.
A line in
can also be defined by either vecto
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Lesson #5: The Natural Logarithmic Function
L.G.: I can define the graph the natural logarithmic function as well as take its derivative.
Minds On
Graph the natural exponential function
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Lesson #6: The Scalar Equation of a Plane in Space
L.G.: I can determine a scalar equation of a plane and convert between vector and scalar forms.
Recall: To uniquely define a plane in sp
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Lesson #8: Intersection of Three Planes
L.G.: I can describe how two and three planes intersect in space and solve for the point of intersection.
Intersection of Three Planes
Definition:
Unit VI: Lines & Planes
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Lesson #2: The Cartesian/Scalar Equation of a Line
L.G.: I can define the scalar equation of a line in a plane and determine the distance from a point to a line.
Normal
Unit VI: Lines & Planes
Date: _
Lesson #1: Equations of Lines in Two-Space
LG: I can represent lines in two space using vector, parametric and symmetric equations.
Q: What pieces of information are re
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Lesson #7: The Intersection of a Line and a Plane and Two Planes
L.G.: I can determine the possible ways that a line and plane intersect as well as the solution to the system.
Definitions
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Review Problem Set Derivatives of Sinusoidal Functions
1) Differentiate the following functions. Write your answers in simplified, factored form.
'
b) = sin) cos ,
a) = sin
(