Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose...

10
Hyperbola

Transcript of Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose...

Page 1: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

Page 2: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

Page 3: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

x

y

C A S

Page 4: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

Page 5: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

y

xS

L

c

Page 6: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

yy

xS

L

Page 7: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

Page 8: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

Page 9: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola

Page 10: Hyperbola - Karnatakakea.kar.nic.in/cet2014/vikasana/maths/day_16.pdf3. Equation of hyperbola whose transverse axis=14 and whose vertex bisects the distance between the centre and

Hyperbola


HYPERBOLA JEE Mains Super40 Revision Series...The eccentricity of the hyperbola whose length of the latus rectum is equal to 8 and the length of its conjugate axis is equal to half

HYPERBOLA JEE Mains Super40 Revision Series...The eccentricity of the hyperbola whose length of the latus rectum is equal to 8 and the length of its conjugate axis is equal to half

Maths hyperbola notes theory

Maths hyperbola notes theory

Mathematics Review - Hyperbola

Mathematics Review - Hyperbola

Lecture 2 3 Engineering curves 3 Engineering curves.pdf · • A hyperbola is a conic whose eccentricity is greaterthan1. • Thehyperbolasexistinapair.Ithastwofoci(Fand F′), twodirectrices(AB

Lecture 2 3 Engineering curves 3 Engineering curves.pdf · • A hyperbola is a conic whose eccentricity is greaterthan1. • Thehyperbolasexistinapair.Ithastwofoci(Fand F′), twodirectrices(AB

Hyperbola Problems

Hyperbola Problems

X2 T03 05 rectangular hyperbola (2010)

X2 T03 05 rectangular hyperbola (2010)

Lesson 10 conic sections - hyperbola

Lesson 10 conic sections - hyperbola

Hyperbola 2

Hyperbola 2

10.4 Hyperbolas Guided Notes · The center of a hyperbola is the whose endpoints are the foci. of the line segment The point on each branch of the hyperbola that is nearest the center

10.4 Hyperbolas Guided Notes · The center of a hyperbola is the whose endpoints are the foci. of the line segment The point on each branch of the hyperbola that is nearest the center

Hyperbola - Kar · 9. Latus rectum of a hyperbola 16 = 1 is 4-then e= 1. The eccentricity of the hyperbola whose latus rectum is equal to 1/3 of its transverse axis is sol: For a

Hyperbola - Kar · 9. Latus rectum of a hyperbola 16 = 1 is 4-then e= 1. The eccentricity of the hyperbola whose latus rectum is equal to 1/3 of its transverse axis is sol: For a

Exam in Parabola and Hyperbola

Exam in Parabola and Hyperbola

11.3 The Hyperbola - Snow College

11.3 The Hyperbola - Snow College

5) - Cabrillo Collegembuchanan/Math 152B Webfolder/Math 152B Exa… · y = —xanay = X y 14. Determine the domain and range of the hyperbola whose eauation 'STT- — = 1 • 1-t

5) - Cabrillo Collegembuchanan/Math 152B Webfolder/Math 152B Exa… · y = —xanay = X y 14. Determine the domain and range of the hyperbola whose eauation 'STT- — = 1 • 1-t

Hyperbolas Sec. 8.3a. Definition: Hyperbola A hyperbola is the set of all points in a plane whose distances from two fixed points in the plane have a.

Hyperbolas Sec. 8.3a. Definition: Hyperbola A hyperbola is the set of all points in a plane whose distances from two fixed points in the plane have a.

Section 8.3 Ellipses Parabola Hyperbola Circle Ellipse.

Section 8.3 Ellipses Parabola Hyperbola Circle Ellipse.

Hyberbola Conic Sections. Hyperbola The plane can intersect two nappes of the cone resulting in a hyperbola.

Hyberbola Conic Sections. Hyperbola The plane can intersect two nappes of the cone resulting in a hyperbola.

Mathematics. Session Hyperbola Session - 2 Session Objectives.

Mathematics. Session Hyperbola Session - 2 Session Objectives.

Hyperbola (Advanced Algebra)

Hyperbola (Advanced Algebra)

X2 T03 05 rectangular hyperbola (2011)

X2 T03 05 rectangular hyperbola (2011)

Hyperbola Derived

Hyperbola Derived