SlideShare uma empresa Scribd logo
1 de 5
Aim: How do we graph, recognize, and write the equation of an ellipse? MB43 3/18/09 Lomas Do Now: What shape is each? How do you know? x 2  + (y - 2) 2  = 9 x 2  + (y - 1) = 16 3x 2  + (y - 2) 2  = 9 2x 2  + 2y 2  = 18 3x 2  + y 2  = 16 3x + y = 16 HW Review: 6 HW: Read 523-525 Do 527-8  #1-7odd
Aim: How do we graph, recognize, and write the equation of an ellipse? Equation of an ellipse (x-h) 2  + (y-k) 2   = 1 a 2   b 2 MB43 3/18/09 Lomas Describe what a, b, h and k are... HW: Read 523-525 Do 527-8  #1-7odd
Aim: How do we graph, recognize, and write the equation of an ellipse? Find the center, a, b, and graph each: (x-2) 2  + 4(y+1) 2  = 4 5x 2  + y 2  = 25 What is the equation of an ellipse whose center is at (3,2) whose major axis is a segment of the x-axis (horizontal) of  length 12 and whose minor axis has a length 8. MB43 3/18/09 Lomas HW: Read 523-525 Do 527-8  #1-7odd
Aim: How do we graph, recognize, and write the equation of an ellipse? Find the center, a, b, and graph each: x 2  + 9(y+1) 2  = 36 4(x+3) 2  + 16y 2  = 64 What is the equation of an ellipse whose center is at (-4,1) whose major axis is a segment of the y-axis (horizontal) of  length 6 and whose minor axis has a length 10. MB43 3/18/09 Lomas HW: Read 523-525 Do 527-8  #1-7odd
 

Mais conteúdo relacionado

Mais procurados

Assignment 1 DUM 3272 Mathematics 3
Assignment 1 DUM 3272 Mathematics 3Assignment 1 DUM 3272 Mathematics 3
Assignment 1 DUM 3272 Mathematics 3
MARA
 
1 if the sum of the zeros of the polynomia1
1 if the sum of the zeros of the polynomia11 if the sum of the zeros of the polynomia1
1 if the sum of the zeros of the polynomia1
momon123
 
Complex Numbers
Complex NumbersComplex Numbers
Complex Numbers
swartzje
 
2.4 writing linear equations
2.4 writing linear equations2.4 writing linear equations
2.4 writing linear equations
fthrower
 
Conics Test Review T
Conics Test Review TConics Test Review T
Conics Test Review T
bwlomas
 
March 26, 2015
March 26, 2015March 26, 2015
March 26, 2015
khyps13
 
March 10
March 10March 10
March 10
khyps13
 
Developing Expert Voices
Developing Expert VoicesDeveloping Expert Voices
Developing Expert Voices
alanna
 
Developing Expert Voices
Developing Expert VoicesDeveloping Expert Voices
Developing Expert Voices
alanna
 
Feb 26 Cartesian Planes 2
Feb 26 Cartesian Planes 2Feb 26 Cartesian Planes 2
Feb 26 Cartesian Planes 2
ste ve
 

Mais procurados (20)

Class 10 Cbse Maths Sample Paper Term 1 Model 2
Class 10 Cbse Maths Sample Paper Term 1 Model 2Class 10 Cbse Maths Sample Paper Term 1 Model 2
Class 10 Cbse Maths Sample Paper Term 1 Model 2
 
C14 ee-102-engg maths-1
C14 ee-102-engg maths-1C14 ee-102-engg maths-1
C14 ee-102-engg maths-1
 
Math graphing quatratic equation
Math graphing quatratic equationMath graphing quatratic equation
Math graphing quatratic equation
 
Assignment 1 DUM 3272 Mathematics 3
Assignment 1 DUM 3272 Mathematics 3Assignment 1 DUM 3272 Mathematics 3
Assignment 1 DUM 3272 Mathematics 3
 
1 if the sum of the zeros of the polynomia1
1 if the sum of the zeros of the polynomia11 if the sum of the zeros of the polynomia1
1 if the sum of the zeros of the polynomia1
 
Factoring pst
Factoring pstFactoring pst
Factoring pst
 
Why is (a+b)2 = a2+b2+2ab
Why is (a+b)2 = a2+b2+2abWhy is (a+b)2 = a2+b2+2ab
Why is (a+b)2 = a2+b2+2ab
 
Obj. 60 Circles in the Coordinate Plane
Obj. 60 Circles in the Coordinate PlaneObj. 60 Circles in the Coordinate Plane
Obj. 60 Circles in the Coordinate Plane
 
Complex Numbers
Complex NumbersComplex Numbers
Complex Numbers
 
Ecuaciones y valor numérico
Ecuaciones y valor numéricoEcuaciones y valor numérico
Ecuaciones y valor numérico
 
Core 4 Parametric Equations 2
Core 4 Parametric Equations 2Core 4 Parametric Equations 2
Core 4 Parametric Equations 2
 
2.4 writing linear equations
2.4 writing linear equations2.4 writing linear equations
2.4 writing linear equations
 
Conics Test Review T
Conics Test Review TConics Test Review T
Conics Test Review T
 
Algebra slide share presantation
Algebra  slide share presantationAlgebra  slide share presantation
Algebra slide share presantation
 
March 26, 2015
March 26, 2015March 26, 2015
March 26, 2015
 
March 10
March 10March 10
March 10
 
Developing Expert Voices
Developing Expert VoicesDeveloping Expert Voices
Developing Expert Voices
 
Developing Expert Voices
Developing Expert VoicesDeveloping Expert Voices
Developing Expert Voices
 
Feb 26 Cartesian Planes 2
Feb 26 Cartesian Planes 2Feb 26 Cartesian Planes 2
Feb 26 Cartesian Planes 2
 
Melissa’s potw solution
Melissa’s potw solutionMelissa’s potw solution
Melissa’s potw solution
 

Destaque

Pythag Identities
Pythag IdentitiesPythag Identities
Pythag Identities
bwlomas
 
Solving Log Equations.pdf
Solving Log Equations.pdfSolving Log Equations.pdf
Solving Log Equations.pdf
bwlomas
 
Solving Systems by Substitution.pdf
Solving Systems by Substitution.pdfSolving Systems by Substitution.pdf
Solving Systems by Substitution.pdf
bwlomas
 
Pythag Identities2
Pythag Identities2Pythag Identities2
Pythag Identities2
bwlomas
 
Solving First Deg Trig Eqs.pdf
Solving First Deg Trig Eqs.pdfSolving First Deg Trig Eqs.pdf
Solving First Deg Trig Eqs.pdf
bwlomas
 
Radians T
Radians TRadians T
Radians T
bwlomas
 

Destaque (8)

Radians
RadiansRadians
Radians
 
Pythag Identities
Pythag IdentitiesPythag Identities
Pythag Identities
 
Solving Log Equations.pdf
Solving Log Equations.pdfSolving Log Equations.pdf
Solving Log Equations.pdf
 
Solving Systems by Substitution.pdf
Solving Systems by Substitution.pdfSolving Systems by Substitution.pdf
Solving Systems by Substitution.pdf
 
Logs.pdf
Logs.pdfLogs.pdf
Logs.pdf
 
Pythag Identities2
Pythag Identities2Pythag Identities2
Pythag Identities2
 
Solving First Deg Trig Eqs.pdf
Solving First Deg Trig Eqs.pdfSolving First Deg Trig Eqs.pdf
Solving First Deg Trig Eqs.pdf
 
Radians T
Radians TRadians T
Radians T
 

Semelhante a Ellipse2

Circles T
Circles TCircles T
Circles T
bwlomas
 
Isometries Orientation
Isometries OrientationIsometries Orientation
Isometries Orientation
bwlomas
 
Roots With Calc
Roots With CalcRoots With Calc
Roots With Calc
bwlomas
 
Roots With Calc2
Roots With Calc2Roots With Calc2
Roots With Calc2
bwlomas
 
Roots With Calc3
Roots With Calc3Roots With Calc3
Roots With Calc3
bwlomas
 
Transformations Reflections
Transformations ReflectionsTransformations Reflections
Transformations Reflections
bwlomas
 
(5) Ellipse (Theory). Module-3pdf
(5) Ellipse (Theory). Module-3pdf(5) Ellipse (Theory). Module-3pdf
(5) Ellipse (Theory). Module-3pdf
RajuSingh806014
 

Semelhante a Ellipse2 (20)

Circles T
Circles TCircles T
Circles T
 
Circles
CirclesCircles
Circles
 
Isometries Orientation
Isometries OrientationIsometries Orientation
Isometries Orientation
 
Roots With Calc
Roots With CalcRoots With Calc
Roots With Calc
 
The Mr. K question
The Mr. K questionThe Mr. K question
The Mr. K question
 
Roots With Calc2
Roots With Calc2Roots With Calc2
Roots With Calc2
 
Ch 10 Review #1
Ch 10 Review #1Ch 10 Review #1
Ch 10 Review #1
 
Roots T
Roots TRoots T
Roots T
 
Roots With Calc3
Roots With Calc3Roots With Calc3
Roots With Calc3
 
Geometry unit 12.5
Geometry unit 12.5Geometry unit 12.5
Geometry unit 12.5
 
Math AB Chapter 8 Polynomials
Math AB Chapter 8 PolynomialsMath AB Chapter 8 Polynomials
Math AB Chapter 8 Polynomials
 
Transformations Reflections
Transformations ReflectionsTransformations Reflections
Transformations Reflections
 
Reviewer.mtap 2nd yr
Reviewer.mtap 2nd yrReviewer.mtap 2nd yr
Reviewer.mtap 2nd yr
 
6.14.3 Circle Equations
6.14.3 Circle Equations6.14.3 Circle Equations
6.14.3 Circle Equations
 
2.2 Circles
2.2 Circles2.2 Circles
2.2 Circles
 
Determining the center and the radius of a circle
Determining the center and the radius of a circleDetermining the center and the radius of a circle
Determining the center and the radius of a circle
 
34 the ellipse
34 the ellipse34 the ellipse
34 the ellipse
 
(5) Ellipse (Theory). Module-3pdf
(5) Ellipse (Theory). Module-3pdf(5) Ellipse (Theory). Module-3pdf
(5) Ellipse (Theory). Module-3pdf
 
10.5 Circles in the Coordinate Plane
10.5 Circles in the Coordinate Plane10.5 Circles in the Coordinate Plane
10.5 Circles in the Coordinate Plane
 
Conic Sections Ellipses FCIT compat.ppt
Conic Sections Ellipses FCIT compat.pptConic Sections Ellipses FCIT compat.ppt
Conic Sections Ellipses FCIT compat.ppt
 

Mais de bwlomas

13-6 Conditional Probability2.pdf
13-6 Conditional Probability2.pdf13-6 Conditional Probability2.pdf
13-6 Conditional Probability2.pdf
bwlomas
 
13-4 Probability of Multiple Events.pdf
13-4 Probability of Multiple Events.pdf13-4 Probability of Multiple Events.pdf
13-4 Probability of Multiple Events.pdf
bwlomas
 
13-2 Frequency Tables and Counting Principle.pdf
13-2 Frequency Tables and Counting Principle.pdf13-2 Frequency Tables and Counting Principle.pdf
13-2 Frequency Tables and Counting Principle.pdf
bwlomas
 
13-3 Combination Permutation.pdf
13-3 Combination Permutation.pdf13-3 Combination Permutation.pdf
13-3 Combination Permutation.pdf
bwlomas
 
13-1 Experimental and Theoretical Probability.pdf
13-1 Experimental and Theoretical Probability.pdf13-1 Experimental and Theoretical Probability.pdf
13-1 Experimental and Theoretical Probability.pdf
bwlomas
 
11-6 Spheres.pdf
11-6 Spheres.pdf11-6 Spheres.pdf
11-6 Spheres.pdf
bwlomas
 
11-5 Volume of Pyramids and Cones.pdf
11-5 Volume of Pyramids and Cones.pdf11-5 Volume of Pyramids and Cones.pdf
11-5 Volume of Pyramids and Cones.pdf
bwlomas
 
11-4 Volume of Prisms and Cylinders.pdf
11-4 Volume of Prisms and Cylinders.pdf11-4 Volume of Prisms and Cylinders.pdf
11-4 Volume of Prisms and Cylinders.pdf
bwlomas
 
11-3 Surface Areas of Pyramids and Cones.pdf
11-3 Surface Areas of Pyramids and Cones.pdf11-3 Surface Areas of Pyramids and Cones.pdf
11-3 Surface Areas of Pyramids and Cones.pdf
bwlomas
 
11-2 Surface Areas of Prisms and Cylinders.pdf
11-2 Surface Areas of Prisms and Cylinders.pdf11-2 Surface Areas of Prisms and Cylinders.pdf
11-2 Surface Areas of Prisms and Cylinders.pdf
bwlomas
 
11-1 Polyhedra and Cross Sections.pdf
11-1 Polyhedra and Cross Sections.pdf11-1 Polyhedra and Cross Sections.pdf
11-1 Polyhedra and Cross Sections.pdf
bwlomas
 
1-1 Nets and Drawings for Visualizing Geometry.pdf
1-1 Nets and Drawings for Visualizing Geometry.pdf1-1 Nets and Drawings for Visualizing Geometry.pdf
1-1 Nets and Drawings for Visualizing Geometry.pdf
bwlomas
 
10-3 to 10-5 and 10-8 quiz day.pdf
10-3 to 10-5 and 10-8 quiz day.pdf10-3 to 10-5 and 10-8 quiz day.pdf
10-3 to 10-5 and 10-8 quiz day.pdf
bwlomas
 
10-8 Geometric Probability.pdf
10-8 Geometric Probability.pdf10-8 Geometric Probability.pdf
10-8 Geometric Probability.pdf
bwlomas
 
10-5 Areas of Regular Polygons using Trig.pdf
10-5 Areas of Regular Polygons using Trig.pdf10-5 Areas of Regular Polygons using Trig.pdf
10-5 Areas of Regular Polygons using Trig.pdf
bwlomas
 
10-4 Areas and Perimeters of Similar Figures.pdf
10-4 Areas and Perimeters of Similar Figures.pdf10-4 Areas and Perimeters of Similar Figures.pdf
10-4 Areas and Perimeters of Similar Figures.pdf
bwlomas
 
10-3 Areas of Regular Polygons.pdf
10-3 Areas of Regular Polygons.pdf10-3 Areas of Regular Polygons.pdf
10-3 Areas of Regular Polygons.pdf
bwlomas
 
10-2 Areas of Traps, Rhombs, Kites.pdf
10-2 Areas of Traps, Rhombs, Kites.pdf10-2 Areas of Traps, Rhombs, Kites.pdf
10-2 Areas of Traps, Rhombs, Kites.pdf
bwlomas
 
10-1 Areas of Parallelograms and Triangles.pdf
10-1 Areas of Parallelograms and Triangles.pdf10-1 Areas of Parallelograms and Triangles.pdf
10-1 Areas of Parallelograms and Triangles.pdf
bwlomas
 
12-3 to 12-5 Review and Quiz.pdf
12-3 to 12-5 Review and Quiz.pdf12-3 to 12-5 Review and Quiz.pdf
12-3 to 12-5 Review and Quiz.pdf
bwlomas
 

Mais de bwlomas (20)

13-6 Conditional Probability2.pdf
13-6 Conditional Probability2.pdf13-6 Conditional Probability2.pdf
13-6 Conditional Probability2.pdf
 
13-4 Probability of Multiple Events.pdf
13-4 Probability of Multiple Events.pdf13-4 Probability of Multiple Events.pdf
13-4 Probability of Multiple Events.pdf
 
13-2 Frequency Tables and Counting Principle.pdf
13-2 Frequency Tables and Counting Principle.pdf13-2 Frequency Tables and Counting Principle.pdf
13-2 Frequency Tables and Counting Principle.pdf
 
13-3 Combination Permutation.pdf
13-3 Combination Permutation.pdf13-3 Combination Permutation.pdf
13-3 Combination Permutation.pdf
 
13-1 Experimental and Theoretical Probability.pdf
13-1 Experimental and Theoretical Probability.pdf13-1 Experimental and Theoretical Probability.pdf
13-1 Experimental and Theoretical Probability.pdf
 
11-6 Spheres.pdf
11-6 Spheres.pdf11-6 Spheres.pdf
11-6 Spheres.pdf
 
11-5 Volume of Pyramids and Cones.pdf
11-5 Volume of Pyramids and Cones.pdf11-5 Volume of Pyramids and Cones.pdf
11-5 Volume of Pyramids and Cones.pdf
 
11-4 Volume of Prisms and Cylinders.pdf
11-4 Volume of Prisms and Cylinders.pdf11-4 Volume of Prisms and Cylinders.pdf
11-4 Volume of Prisms and Cylinders.pdf
 
11-3 Surface Areas of Pyramids and Cones.pdf
11-3 Surface Areas of Pyramids and Cones.pdf11-3 Surface Areas of Pyramids and Cones.pdf
11-3 Surface Areas of Pyramids and Cones.pdf
 
11-2 Surface Areas of Prisms and Cylinders.pdf
11-2 Surface Areas of Prisms and Cylinders.pdf11-2 Surface Areas of Prisms and Cylinders.pdf
11-2 Surface Areas of Prisms and Cylinders.pdf
 
11-1 Polyhedra and Cross Sections.pdf
11-1 Polyhedra and Cross Sections.pdf11-1 Polyhedra and Cross Sections.pdf
11-1 Polyhedra and Cross Sections.pdf
 
1-1 Nets and Drawings for Visualizing Geometry.pdf
1-1 Nets and Drawings for Visualizing Geometry.pdf1-1 Nets and Drawings for Visualizing Geometry.pdf
1-1 Nets and Drawings for Visualizing Geometry.pdf
 
10-3 to 10-5 and 10-8 quiz day.pdf
10-3 to 10-5 and 10-8 quiz day.pdf10-3 to 10-5 and 10-8 quiz day.pdf
10-3 to 10-5 and 10-8 quiz day.pdf
 
10-8 Geometric Probability.pdf
10-8 Geometric Probability.pdf10-8 Geometric Probability.pdf
10-8 Geometric Probability.pdf
 
10-5 Areas of Regular Polygons using Trig.pdf
10-5 Areas of Regular Polygons using Trig.pdf10-5 Areas of Regular Polygons using Trig.pdf
10-5 Areas of Regular Polygons using Trig.pdf
 
10-4 Areas and Perimeters of Similar Figures.pdf
10-4 Areas and Perimeters of Similar Figures.pdf10-4 Areas and Perimeters of Similar Figures.pdf
10-4 Areas and Perimeters of Similar Figures.pdf
 
10-3 Areas of Regular Polygons.pdf
10-3 Areas of Regular Polygons.pdf10-3 Areas of Regular Polygons.pdf
10-3 Areas of Regular Polygons.pdf
 
10-2 Areas of Traps, Rhombs, Kites.pdf
10-2 Areas of Traps, Rhombs, Kites.pdf10-2 Areas of Traps, Rhombs, Kites.pdf
10-2 Areas of Traps, Rhombs, Kites.pdf
 
10-1 Areas of Parallelograms and Triangles.pdf
10-1 Areas of Parallelograms and Triangles.pdf10-1 Areas of Parallelograms and Triangles.pdf
10-1 Areas of Parallelograms and Triangles.pdf
 
12-3 to 12-5 Review and Quiz.pdf
12-3 to 12-5 Review and Quiz.pdf12-3 to 12-5 Review and Quiz.pdf
12-3 to 12-5 Review and Quiz.pdf
 

Ellipse2

  • 1. Aim: How do we graph, recognize, and write the equation of an ellipse? MB43 3/18/09 Lomas Do Now: What shape is each? How do you know? x 2 + (y - 2) 2 = 9 x 2 + (y - 1) = 16 3x 2 + (y - 2) 2 = 9 2x 2 + 2y 2 = 18 3x 2 + y 2 = 16 3x + y = 16 HW Review: 6 HW: Read 523-525 Do 527-8 #1-7odd
  • 2. Aim: How do we graph, recognize, and write the equation of an ellipse? Equation of an ellipse (x-h) 2 + (y-k) 2 = 1 a 2 b 2 MB43 3/18/09 Lomas Describe what a, b, h and k are... HW: Read 523-525 Do 527-8 #1-7odd
  • 3. Aim: How do we graph, recognize, and write the equation of an ellipse? Find the center, a, b, and graph each: (x-2) 2 + 4(y+1) 2 = 4 5x 2 + y 2 = 25 What is the equation of an ellipse whose center is at (3,2) whose major axis is a segment of the x-axis (horizontal) of length 12 and whose minor axis has a length 8. MB43 3/18/09 Lomas HW: Read 523-525 Do 527-8 #1-7odd
  • 4. Aim: How do we graph, recognize, and write the equation of an ellipse? Find the center, a, b, and graph each: x 2 + 9(y+1) 2 = 36 4(x+3) 2 + 16y 2 = 64 What is the equation of an ellipse whose center is at (-4,1) whose major axis is a segment of the y-axis (horizontal) of length 6 and whose minor axis has a length 10. MB43 3/18/09 Lomas HW: Read 523-525 Do 527-8 #1-7odd
  • 5.