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# Chapter 10 Class 11 Conic Sections

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Updated for new NCERT Book - 2023-24.

Learn Chapter 10 Conic Sections of Class 11 free with solutions of all NCERT Questions, Examples and Miscellaneous exercises. All solutions are provided with step-by-step explanation for your reference.

Let's see what conic section is.

We learned Straight Lines in the last chapter, but straight lines are not the only type of curves we have.

In this chapter, we talk about Conic Sections,

that is, sections of the cone

Circles, Ellipse, Parabola and Hyperbola

So, the topics of the chapter include

• Circles - How to find equation of circle, center of circle
• Parabola - Equation of parabola, its directrix, eccentricity and focus
• Ellipse - Equation of ellipse, its directrix, eccentricity, focus and vertices
• Hyperbola - Equation of hyperbola, its directrix, eccentricity, focus and vertices
• Other questions like mirror problem , Triangle in parabola problem, Beam problem, Locus, Path traced problems

Click on an exercise to start with answers of the questions, or the topic to learn the concepts with the questions

## Concept wise

What's in it?

Updated for new NCERT Book - 2023-24.

Learn Chapter 10 Conic Sections of Class 11 free with solutions of all NCERT Questions, Examples and Miscellaneous exercises. All solutions are provided with step-by-step explanation for your reference.

Let's see what conic section is.

We learned Straight Lines in the last chapter, but straight lines are not the only type of curves we have.

In this chapter, we talk about Conic Sections,

that is, sections of the cone

Circles, Ellipse, Parabola and Hyperbola

So, the topics of the chapter include

• Circles - How to find equation of circle, center of circle
• Parabola - Equation of parabola, its directrix, eccentricity and focus
• Ellipse - Equation of ellipse, its directrix, eccentricity, focus and vertices
• Hyperbola - Equation of hyperbola, its directrix, eccentricity, focus and vertices
• Other questions like mirror problem , Triangle in parabola problem, Beam problem, Locus, Path traced problems

Click on an exercise to start with answers of the questions, or the topic to learn the concepts with the questions
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