SlideShare a Scribd company logo
1 of 2
Download to read offline
Name___________________________
Class____________________________
      Quadratic Formula Review
                                                                 3        =a
      Solve the following equations for x. Show all work.        3        =b
                                                                 -2       =c




                                                                      x = ______________




                                                                      x = ______________
                                                        Si
                                                           deC
                                       Side A




                                                      Side B
You are standing on flat ground looking down at your
shadow, which is going out directly in front of you. If you
are 1.8 meters tall and your shadow is protruding in front
of you 1.2 meters, find the angle the sunlight is shining on
you.




You are descending in an airplane towards an airfield. At one
point you glance at your instruments and see you are .500 km
from the landing strip at an angle of 15 degrees.


1.   Draw a diagram of your current situation.




2. What is your altitude?

More Related Content

What's hot

A1 2 linear fxns notes
A1 2 linear fxns notesA1 2 linear fxns notes
A1 2 linear fxns notesvhiggins1
 
Vertical asymptotes to rational functions
Vertical asymptotes to rational functionsVertical asymptotes to rational functions
Vertical asymptotes to rational functionsTarun Gehlot
 
Rational functions 13.1 13.2
Rational functions 13.1 13.2Rational functions 13.1 13.2
Rational functions 13.1 13.2RobinFilter
 
Rational functions
Rational functionsRational functions
Rational functions20kat06tha
 
9.3 Intro to Rational Functions
9.3 Intro to Rational Functions9.3 Intro to Rational Functions
9.3 Intro to Rational FunctionsKristen Fouss
 
Asymptotes and holes 97
Asymptotes and holes 97Asymptotes and holes 97
Asymptotes and holes 97swartzje
 
Rational function representation
Rational function representationRational function representation
Rational function representationrey castro
 
Rational Graphing June 1 2009
Rational Graphing June 1 2009Rational Graphing June 1 2009
Rational Graphing June 1 2009ingroy
 
Exercise #13 notes ~ graphing
Exercise #13 notes ~ graphingExercise #13 notes ~ graphing
Exercise #13 notes ~ graphingKelly Scallion
 
Polynomial and thier graphs
Polynomial and thier graphsPolynomial and thier graphs
Polynomial and thier graphsJessica Garcia
 
3.5 Rational Functions
3.5 Rational Functions3.5 Rational Functions
3.5 Rational Functionssmiller5
 
Rational, Irrational & Absolute Value Functions Review
Rational, Irrational & Absolute Value Functions ReviewRational, Irrational & Absolute Value Functions Review
Rational, Irrational & Absolute Value Functions ReviewFredericton High School
 
Reciprocals Oct 13th
Reciprocals Oct 13thReciprocals Oct 13th
Reciprocals Oct 13thingroy
 
Midterm Study Guide
Midterm Study GuideMidterm Study Guide
Midterm Study Guidevhiggins1
 
Parabola lab day 1
Parabola lab day 1Parabola lab day 1
Parabola lab day 1cirilah
 

What's hot (20)

A1 2 linear fxns notes
A1 2 linear fxns notesA1 2 linear fxns notes
A1 2 linear fxns notes
 
Vertical asymptotes to rational functions
Vertical asymptotes to rational functionsVertical asymptotes to rational functions
Vertical asymptotes to rational functions
 
Graphing rational functions
Graphing rational functionsGraphing rational functions
Graphing rational functions
 
Rational functions 13.1 13.2
Rational functions 13.1 13.2Rational functions 13.1 13.2
Rational functions 13.1 13.2
 
Rational functions
Rational functionsRational functions
Rational functions
 
9.3 Intro to Rational Functions
9.3 Intro to Rational Functions9.3 Intro to Rational Functions
9.3 Intro to Rational Functions
 
Rational Function
Rational FunctionRational Function
Rational Function
 
Asymptotes and holes 97
Asymptotes and holes 97Asymptotes and holes 97
Asymptotes and holes 97
 
Rational function representation
Rational function representationRational function representation
Rational function representation
 
4.3
4.34.3
4.3
 
Rational Graphing June 1 2009
Rational Graphing June 1 2009Rational Graphing June 1 2009
Rational Graphing June 1 2009
 
Exercise #13 notes ~ graphing
Exercise #13 notes ~ graphingExercise #13 notes ~ graphing
Exercise #13 notes ~ graphing
 
Polynomial and thier graphs
Polynomial and thier graphsPolynomial and thier graphs
Polynomial and thier graphs
 
3.5 Rational Functions
3.5 Rational Functions3.5 Rational Functions
3.5 Rational Functions
 
Rational, Irrational & Absolute Value Functions Review
Rational, Irrational & Absolute Value Functions ReviewRational, Irrational & Absolute Value Functions Review
Rational, Irrational & Absolute Value Functions Review
 
Reciprocals Oct 13th
Reciprocals Oct 13thReciprocals Oct 13th
Reciprocals Oct 13th
 
M17 t1 notes
M17 t1 notes M17 t1 notes
M17 t1 notes
 
Midterm Study Guide
Midterm Study GuideMidterm Study Guide
Midterm Study Guide
 
Fun37
Fun37Fun37
Fun37
 
Parabola lab day 1
Parabola lab day 1Parabola lab day 1
Parabola lab day 1
 

Similar to Trigonometry Review

Lesson 10 7 surface area-cylinder
Lesson 10 7 surface area-cylinderLesson 10 7 surface area-cylinder
Lesson 10 7 surface area-cylindermlabuski
 
Lesson 10 7 surface area-cylinder
Lesson 10 7 surface area-cylinderLesson 10 7 surface area-cylinder
Lesson 10 7 surface area-cylindermlabuski
 
Practice for Square Root Graph & Transformations
Practice for Square Root Graph & TransformationsPractice for Square Root Graph & Transformations
Practice for Square Root Graph & TransformationsJoanne Rosa Crooks
 
Gradient derivation
Gradient derivation Gradient derivation
Gradient derivation Roy Salinas
 
Solving trignometric equations
Solving trignometric equationsSolving trignometric equations
Solving trignometric equationsTarun Gehlot
 
PAGE 1 Chapter 5 Normal Probability Distributions .docx
PAGE 1 Chapter 5 Normal Probability Distributions  .docxPAGE 1 Chapter 5 Normal Probability Distributions  .docx
PAGE 1 Chapter 5 Normal Probability Distributions .docxgerardkortney
 
Maths notes for 4038 and 4016 paper
Maths notes for 4038 and 4016 paperMaths notes for 4038 and 4016 paper
Maths notes for 4038 and 4016 paperFabian Hkb
 
Class notes for discovering transformation of the parent graph for the square...
Class notes for discovering transformation of the parent graph for the square...Class notes for discovering transformation of the parent graph for the square...
Class notes for discovering transformation of the parent graph for the square...Joanne Rosa Crooks
 
Lesson plan 6 (23 11-2010)
Lesson plan 6 (23 11-2010)Lesson plan 6 (23 11-2010)
Lesson plan 6 (23 11-2010)itachihei
 
3 6 2 d linear inequalities-x
3 6 2 d linear inequalities-x3 6 2 d linear inequalities-x
3 6 2 d linear inequalities-xmath123b
 
QUE 2Measuring Area of Irregular ShapesGeneral formulaThe gene.docx
QUE 2Measuring Area of Irregular ShapesGeneral formulaThe gene.docxQUE 2Measuring Area of Irregular ShapesGeneral formulaThe gene.docx
QUE 2Measuring Area of Irregular ShapesGeneral formulaThe gene.docxamrit47
 
Limit 140929031133-phpapp01
Limit 140929031133-phpapp01Limit 140929031133-phpapp01
Limit 140929031133-phpapp01rakambantah
 

Similar to Trigonometry Review (20)

Lesson 10 7 surface area-cylinder
Lesson 10 7 surface area-cylinderLesson 10 7 surface area-cylinder
Lesson 10 7 surface area-cylinder
 
Lesson 10 7 surface area-cylinder
Lesson 10 7 surface area-cylinderLesson 10 7 surface area-cylinder
Lesson 10 7 surface area-cylinder
 
Solving Literal Equations
Solving Literal EquationsSolving Literal Equations
Solving Literal Equations
 
Practice for Square Root Graph & Transformations
Practice for Square Root Graph & TransformationsPractice for Square Root Graph & Transformations
Practice for Square Root Graph & Transformations
 
Gradient derivation
Gradient derivation Gradient derivation
Gradient derivation
 
Solving trignometric equations
Solving trignometric equationsSolving trignometric equations
Solving trignometric equations
 
0011 chapter iv
0011 chapter iv0011 chapter iv
0011 chapter iv
 
PAGE 1 Chapter 5 Normal Probability Distributions .docx
PAGE 1 Chapter 5 Normal Probability Distributions  .docxPAGE 1 Chapter 5 Normal Probability Distributions  .docx
PAGE 1 Chapter 5 Normal Probability Distributions .docx
 
Dif calc10week1
Dif calc10week1Dif calc10week1
Dif calc10week1
 
0010 chapter iii
0010 chapter iii0010 chapter iii
0010 chapter iii
 
Maths notes for 4038 and 4016 paper
Maths notes for 4038 and 4016 paperMaths notes for 4038 and 4016 paper
Maths notes for 4038 and 4016 paper
 
Class notes for discovering transformation of the parent graph for the square...
Class notes for discovering transformation of the parent graph for the square...Class notes for discovering transformation of the parent graph for the square...
Class notes for discovering transformation of the parent graph for the square...
 
Lesson plan 6 (23 11-2010)
Lesson plan 6 (23 11-2010)Lesson plan 6 (23 11-2010)
Lesson plan 6 (23 11-2010)
 
DETERMINANTS
DETERMINANTSDETERMINANTS
DETERMINANTS
 
MATRICES
MATRICESMATRICES
MATRICES
 
3 6 2 d linear inequalities-x
3 6 2 d linear inequalities-x3 6 2 d linear inequalities-x
3 6 2 d linear inequalities-x
 
QUE 2Measuring Area of Irregular ShapesGeneral formulaThe gene.docx
QUE 2Measuring Area of Irregular ShapesGeneral formulaThe gene.docxQUE 2Measuring Area of Irregular ShapesGeneral formulaThe gene.docx
QUE 2Measuring Area of Irregular ShapesGeneral formulaThe gene.docx
 
Rational_Functions.pptx
Rational_Functions.pptxRational_Functions.pptx
Rational_Functions.pptx
 
0012 chapter v
0012 chapter v0012 chapter v
0012 chapter v
 
Limit 140929031133-phpapp01
Limit 140929031133-phpapp01Limit 140929031133-phpapp01
Limit 140929031133-phpapp01
 

Trigonometry Review

  • 1. Name___________________________ Class____________________________ Quadratic Formula Review 3 =a Solve the following equations for x. Show all work. 3 =b -2 =c x = ______________ x = ______________ Si deC Side A Side B
  • 2. You are standing on flat ground looking down at your shadow, which is going out directly in front of you. If you are 1.8 meters tall and your shadow is protruding in front of you 1.2 meters, find the angle the sunlight is shining on you. You are descending in an airplane towards an airfield. At one point you glance at your instruments and see you are .500 km from the landing strip at an angle of 15 degrees. 1. Draw a diagram of your current situation. 2. What is your altitude?