MAT1093 - Revision history

Rene.gabino: /* Lesson Plan */ format correction, no bold, add ribbons

2023-06-19T15:55:30Z

Lesson Plan: format correction, no bold, add ribbons

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Rene.gabino: /* Lesson Plan */

2023-06-19T15:15:27Z

Lesson Plan

Juan.gutierrez3: /* Precalculus */ Added section "Lesson Plan"

2023-03-27T15:10:47Z

Precalculus: Added section "Lesson Plan"

Lila: /* Precalculus */

2021-10-18T16:17:41Z

Precalculus

Lila: /* Precalculus */

2021-10-18T16:17:19Z

Precalculus

Lila: /* Precalculus */

2021-10-15T15:30:07Z

Precalculus

Lila: /* Precalculus */

2021-10-08T18:10:57Z

Precalculus

Lila: /* Precalculus */

2021-10-08T17:57:27Z

Precalculus

Lila: /* Precalculus */

2021-10-08T17:46:51Z

Precalculus

Lila: /* Precalculus */

2021-10-04T20:00:43Z

Precalculus

@@ Line 35: / Line 35: @@
 |-
 | 	Week 2	 || 	2.1	 || 	[[Angles and their measure]]
-  || 	'''Elementary geometry and terminology'''
+  || 	Elementary geometry and terminology
   ||
 * Know the definition of an angle in standard position and when its measure is positive or negative
@@ Line 46: / Line 46: @@
 | 	Week 3	 || 	2.2	 || 	[[Trigonometric Functions: Unit Circle Approach]]
   ||
-* Appendix A.2: '''Geometry Essentials'''
+* Appendix A.2: Geometry Essentials
-* Section 1.2: '''Symmetry of graphs'''
+* Section 1.2: Symmetry of graphs
   ||
 * Learn the definitions of the six trig functions as derived from the Unit Circle and apply them to find exact values for a given point on this circle
@@ Line 83: / Line 83: @@
   || 	Graph sinusoidal functions of the form y = A sin (ωx – φ) + B and y = A cos (ωx – φ) using transformations and determine the amplitude, \abs(A), period, T, and phase shift, φ/ω
 |-
-| 	Week 5	 || 		 || 	Test 1 Review Session. '''Common Test 1: Ch.1 and 2.'''	 ||      	 ||
+| 	Week 5	 || 		 || 	Test 1 Review Session. Common Test 1: Ch.1 and 2.	 ||      	 ||
 |-
 | 	Week 6	 || 	3.1	 || 	[[Inverse Trigonometric Functions|The inverse Sine, Cosine and Tangent functions]]
@@ Line 111: / Line 111: @@
 * Write composite functions of trigonometric and inverse trigonometric functions as an Algebraic expression
 |-
-| 	Week 6 || 	3.3A	 || 	[[Trigonometric equations involving a single trig function]]	 || 	'''Section A.4: Solving algebraic equations'''	 || 	 Find exact solutions in the interval [0, 2π) and in general form for equations with single trig function
+| 	Week 6 || 	3.3A	 || 	[[Trigonometric equations involving a single trig function]]
 |-
 | 	Week 7	 || 	3.3B	 || 	[[Trigonometric Equations]]
   ||
-* '''Section A.4: Solving algebraic equations'''
+* Section A.4: Solving algebraic equations
 * Section 2.2: [[Trigonometric Functions: Unit Circle Approach]]
   ||
@@ Line 124: / Line 128: @@
 | 	Week 7	 || 	3.4	 || 	[[Properties of the Trigonometric Functions|Trigonometric Identities]]	 ||
 * Section 2.3: [[Properties of the Trigonometric Functions|Fundamental Identities and even-odd properties]]
-* '''Algebraic operations with fractions, polynomials and factoring polynomials'''
+* Algebraic operations with fractions, polynomials and factoring polynomials
-  || 	Prove simple identities using the fundamental identities and algebraic technics
+  ||
 |-
 | 	Week 8	 || 	3.5	 || 	[[Properties of the Trigonometric Functions|Sum and Difference Formulas]]	 || 	Section 2.2: [[Trigonometric Functions: Unit Circle Approach]]

@@ Line 4: / Line 4: @@
 Prerequisite: MAT 1073 or the equivalent course or satisfactory performance on a placement examination. Exponential functions, logarithmic functions, trigonometric functions, complex numbers, DeMoivre’s theorem, and polar coordinates. May apply toward the Core Curriculum requirement in Mathematics. Generally offered: Fall, Spring, Summer. Course Fees: DL01 $75; LRC1 $12; LRS1 $45; STSI $21.
+==Lesson Plan==
 {| class="wikitable sortable"
 |-

@@ Line 18: / Line 18: @@
   ||
 * [[Interval notation]]
-* [[Solving equations and inequalities]]
+* [[Solving Equations and Inequalities]]
 * Evaluating algebraic expressions
   ||

@@ Line 18: / Line 18: @@
   ||
 * [[Interval notation]]
-* [[Solving linear equations and inequalities]]
+* [[Solving equations and inequalities]]
 * Evaluating algebraic expressions
   ||

@@ Line 26: / Line 26: @@
 * Identify the graph of a function and get information from the graph
 |-
-| 	Week 2	 || 	1.7	 || 	[[One-to-one functions]]	 || 	Section 1.3: [[Functions and their graphs]]  	 || 	Determine when a function or its graph is one-to-one
+| 	Week 2	 || 	1.7	 || 	[[One-to-one functions]]	 || 	Section 1.3: [[Toolkit Functions|Functions and their graphs]]  	 || 	Determine when a function or its graph is one-to-one
 |-
-| 	Week 2	 || 	1.7	 || 	[[Inverse functions]]	 || 	Section 1.3: [[Functions and their graphs]]
+| 	Week 2	 || 	1.7	 || 	[[Inverse functions]]	 || 	Section 1.3: [[Toolkit Functions|Functions and their graphs]]
   ||
 * Find the inverse of a function defined by a graph or an equation
@@ Line 56: / Line 56: @@
 | 	Week 3	 || 	2.3 	 || 	[[Properties of the Trigonometric Functions]]
   ||
-* Section 1.3: [[Functions and their graphs]]
+* Section 1.3: [[Toolkit Functions|Functions and their graphs]]
 * Section 1.4: [[Even and Odd Functions]]
   ||

@@ Line 127: / Line 127: @@
   || 	Prove simple identities using the fundamental identities and algebraic technics
 |-
-| 	Week 8	 || 	3.5	 || 	[[Sum and Difference Formulas]]	 || 	Section 2.2: [[Trigonometric Functions: Unit Circle Approach]]
+| 	Week 8	 || 	3.5	 || 	[[Properties of the Trigonometric Functions|Sum and Difference Formulas]]	 || 	Section 2.2: [[Trigonometric Functions: Unit Circle Approach]]
   ||
 * Use sum and difference formulas to find exact values, establish identities and evaluate compositions with inverse functions
@@ Line 147: / Line 147: @@
 * Establish identities
 |-
-| 	Week 9	 || 	3.7	 || 	[[Product-to-Sum and Sum-to-Product Formulas]]	 || 	'''Basic algebra and geometry'''	 || 	Use product-to-sum and sum-to-product formulas
+| 	Week 9	 || 	3.7	 || 	[[Properties of the Trigonometric Functions|Product-to-Sum and Sum-to-Product Formulas]]	 || 	'''Basic algebra and geometry'''	 || 	Use product-to-sum and sum-to-product formulas
 |-
 | 	Week 9	 || 		 ||

@@ Line 85: / Line 85: @@
 | 	Week 5	 || 		 || 	Test 1 Review Session. '''Common Test 1: Ch.1 and 2.'''	 ||      	 ||
 |-
-| 	Week 6	 || 	3.1	 || 	[[The inverse Sine, Cosine and Tangent functions]]
+| 	Week 6	 || 	3.1	 || 	[[Inverse Trigonometric Functions|The inverse Sine, Cosine and Tangent functions]]
   ||
 * Section 1.7: [[Inverse functions]]
@@ Line 101: / Line 101: @@
 * Solve simple equations that contain inverse trigonometric functions, including some from applications
 |-
-| 	Week 6 || 	3.2	 || 	[[The inverse Secant, Cosecant and Cotangent functions]]
+| 	Week 6 || 	3.2	 || 	[[Inverse Trigonometric Functions|The inverse Secant, Cosecant and Cotangent functions]]
   ||
 * Section 1.7, [[Inverse functions]]

@@ Line 15: / Line 15: @@
   || 	 ||
 |-
-| 	Week 1	 || 	1.3	 || 	[[Functions and their graphs]]
+| 	Week 1	 || 	1.3	 || 	[[Toolkit Functions|Functions and their graphs]]
   ||
 * [[Interval notation]]