Jeopardy Section 4.2 Random Q $100 Q $100 Q $100 Q $100 Q $100 Q $200

Slides:



Advertisements
Similar presentations
Jeopardy Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $200 Q $300 Q $400 Q $500 Final Jeopardy.
Advertisements

Graphing Sine and Cosine Functions
Copyright © 2007 Pearson Education, Inc. Publishing as Pearson Addison-Wesley Slide 4- 1 Homework, Page 439 Chapter Review Determine the quadrant of the.
Sullivan Precalculus: Section 5.2 Trig Functions: Unit Circle
9.3 Evaluate Trigonometric Functions of Any Angle
Jeopardy Trig fractions Solving For Angles Solving for Sides Words are Problems?! Other Right Stuff $100 $200 $300 $400 $500 $100 $200 $300 $400 $500.
Chapter 5: Trigonometric Functions Lessons 3, 5, 6: Inverse Cosine, Inverse Sine, and Inverse Tangent functions Mrs. Parziale.
EXAMPLE 1 Graph a rational function of the form y = a x Graph the function y =. Compare the graph with the graph of y =. 1 x 6 x SOLUTION STEP 1 Draw the.
Keystone Geometry Angles of Elevation and Depression
Slide Copyright © 2007 Pearson Education, Inc. Publishing as Pearson Addison-Wesley.
Solving Trig Problems Precal – Sections Reference Angles p. 280 Associated with every angle drawn in standard position there is another angle.
3.6 Graph Rational Functions Part II. Remember Rational functions have asymptotes To find the vertical asymptote, set the denominator = 0 and solve for.
Warm-Up 8/14. Rigor: You will learn the six trigonometric functions and how to use them to solve problems. Relevance: You will be able to solve real.
Section 4.2 Trigonometric Functions: The Unit Circle
Slide Copyright © 2007 Pearson Education, Inc. Publishing as Pearson Addison-Wesley.
M—06/07/10—HW #75: Pg 550: odd; Pg 558: eoo; Pg 566: eoo; Pg 572: odd.
What is the symmetry? f(x)= x 3 –x.
Section 9.3 Angles of Elevation and Depression Mr. Thompson.
Warm up… Page 481 # Angles of Elevation and Depression.
Evaluating Trigonometric Functions (Precalculus Review 3) September 10th, 2015.
8-4 Angles of Elevation and Depression
Trigonometry Angles of Elevation and Depression. Angle of Elevation The angle formed by the horizontal and the line of sight to a point above horizontal.
Homework Quiz 4.3 A flagpole stands in the middle of a flat, level field. Fifty feet away from its base a surveyor measures the angle to the top of the.
More Practice with the Trigonometric Functions Section 4.2b.
Chapter 4 Review. E.C.#1 Sketch and give two coterminal angles to: a. b.
EXAMPLE 1 Compare graph of y = with graph of y = a x 1 x 1 3x3x b. The graph of y = is a vertical shrink of the graph of. x y = 1 = y 1 x a. The graph.
Objective To use angles of elevation and depression to solve problems.
Sullivan Precalculus: Section 5.3 Properties of the Trig Functions Objectives of this Section Determine the Domain and Range of the Trigonometric Functions.
9.5: Trigonometric Ratios. Vocabulary Trigonometric Ratio: the ratio of the lengths of two sides of a right triangle Angle of elevation: the angle that.
90 Vertical Horizontal Oblique line a b Angles a + b = 180 o Angles at a Point b = 115 o Angle a = 180 – 115 = 65 o.
Notes Over 9.2 Graphing a Rational Function The graph of a has the following characteristics. Horizontal asymptotes: center: Then plot 2 points to the.
Using Tangent The angle formed by a horizontal line and a line of sight to an object above the horizontal line. You can use the angle of elevation as.
Trigonometric Functions: Unit Circle Approach
1.A slide 5.2 meters long makes a 40 o angle with the ground. How high is the top of the slide above the ground? 2. 3.
2.6 – Rational Functions. Domain & Range of Rational Functions Domain: x values of graph, ↔ – All real number EXCEPT Vertical Asymptote : (What makes.
Splash Screen.
Rational Functions I.. Rational functions.
Trig Review.
Graphs and Applications of Linear Equations
Inverse Trigonometric Functions
10.3 Solving Right Triangles
Right Triangle Trigonometry
1-6 Relations Goals: Represent relations as tables, ordered pairs, graphs and mappings. Eligible Content: A / A / A / A
Section 6.2 – Graphs of Exponential Functions
4.4 Section 4.4.
Objectives: Students will learn how to find Cos, Sin & Tan using the special right triangles.
Concept.
Bellringer Turn Last week’s Bellringers into the folder on the projector podium Have Worksheet and Notes out on your desk Work on p. 510 #1 – 7.
Do Now: 2. If tan (
Splash Screen.
Unit 7a Review Math 2 Honors.
13-1B Solving a Rt Triangle & Angles of Elevation & Depression
Splash Screen.
Splash Screen.
13.3 Trigonometric Functions of Any Angle
LESSON ____ SECTION 4.2 The Unit Circle.
8-4 Angles of Elevation and Depression
Rational Functions and Asymptotes
Warm Up Grab the worksheet on the ChromeBook cart and begin working on it with your table group.
Right Triangle Trigonometry
Graphing Exponential Functions
Chapter 2 Section 2.
MATH 1330 Final Exam Review.
Trigonometric Functions: The Unit Circle
MATH 1330 Final Exam Review.
Chapter 2 Section 3.
1-6 Relations Goals: Represent relations as tables, ordered pairs, graphs and mappings. Eligible Content: A / A / A / A
Solving Right Triangles
Let’s think about the function f() = sin 
Angles of Elevation and Depression
Presentation transcript:

Jeopardy Section 4.2 Random Q $100 Q $100 Q $100 Q $100 Q $100 Q $200 Final Jeopardy

$100 Question Section 4.1

$100 Answer from Section 4.1 ½

$200 Question from Section 4.1

$200 Answer from Section 4.1 1

$300 Question from Section 4.1

$300 Answer from Section 4.1

$400 Question from Section 4.1

$400 Answer from Section 4.1

$500 Question from Section 4.1

$500 Answer from Section 4.1

$100 Question from Section 4.2

$100 Answer from Section 4.2 Quadrant I

$200 Question from Section 4.2

$200 Answer from Section 4.2 No quadrant, x-axis.

$300 Question from Section 4.2 Find the point (x,y) on the unit circle that corresponds to the real number t.

$300 Answer from Section 4.2

$400 Question from Section 4.2 Find the point (x,y) on the unit circle that corresponds to the real number t.

$400 Answer from Section 4.2

$500 Question from Section 4.2 Evaluate the six trigonometric functions of the real number.

$500 Answer from Section 4.2

$100 Question Section 4.3

$100 Answer from Section 4.3 check work

$200 Question from Section 4.3

$200 Answer from Section 4.3

$300 Question from Section 4.3

$300 Answer from Section 4.3

$400 Question from Section 4.3 Eduardo sights a rock climber on a mountain at a 60 degree angle of elevation. Eduardo is 1000 feet away from the mountain. Find the height of the mountain.

The mountain is approximately 1800 feet. $400 Answer from Section 4.3 The mountain is approximately 1800 feet. Or 1000 sqt(3)

$500 Question from Section 4.3 Irania is 10 feet away from a building. The angle of elevation from the ground to the top of building is 30 degrees. How tall is the building?

$500 Answer from Section 4.3 The building is

$100 Question from Section 4.4

$100 Answer from Section 4.4

$200 Question from Section 4.4 (3,4)

$200 Answer from Section 4.4

$300 Question from Section 4.4

$300 Answer from Section 4.4

$400 Question from Section 4.4

$400 Answer from Section 4.4 Check work.

$500 Question from Section 4.4

$500 Answer from Section 4.4

$100 Random

$100 Answer from Random Quadrant IV

$200 Question from Random

$200 Answer from Random Vertical asymptotes: x=-4 and x=3 Domain: All real numbers, except x=-4 and x=3. Horizontal asymptote: y=0. All real numbers, except y=0.

$300 Question from Random

$300 Answer from Random Vertical Asympotes: x=-4 and x=-1 Domain: All real numbers, except x=-4 and x=-1. Horizontal Asymptote: y=0 Range: All real numbers, except y=0.

$400 Question from Random

$400 Answer from Random C

$500 Question from Random

$500 Answer from Random B

Final Jeopardy

Final Jeopardy Answer B