Class 11 RS Aggarwal Chapter-23 Ellipse Solutions - Free PDF Download
FAQs on RS Aggarwal Class 11 Solutions Chapter - 23 Ellipse for Fast Learning
1. What are the Essential Formulas Involved in RS Aggarwal Class 11 Chapter 23?
The important formulas related to the general form of ellipse: x²/a² + y²/b² = 1 are as follows:
- Major axis = 2a
- Minor axis = 2b
- Vertices = (±a, 0)
- Foci = (±c, 0)
- Eccentricity e = c/a
- Latus Recturm = 2b²/a
The set of important formulas related to the general form of ellipse: x²/b² + y²/a² = 1, are as follows:
- Major axis = 2a
- Minor axis = 2b
- Vertices = (0, ±a)
- Foci = (0, ±c)
- Eccentricity e = c/a
- Latus Rectum = 2b²/a
2. Write the Essential Concepts Involved in the Ellipse Chapter and its Weightage in School Examinations.
Ellipse chapter is an essential part of the unit Coordinate geometry. The chapter involves many fundamental concepts, such as:
Major and minor axes of Ellipse.
Horizontal and Vertical Ellipse.
The ordinate and double ordinate of an ellipse.
The special form of Ellipse.
Position of any point concerning a given ellipse.
Parametric equation.
Equation of the chord of Ellipse.
The eccentric angle of a given point.
Concept of conformal points.
Equation of normal and tangent of an ellipse.
The chapter comes under the entire unit of coordinate geometry. Coordinate Geometry requires at least 40 hours of study to better understand every concept and enhance your practice. This unit carries a weightage of 10 marks in the school examinations.
3. Mention 5 Key Concepts that one can Understand in RS Aggarwal Solutions Class 11 Ellipse.
5 concepts that we understand in the chapter are:
Equation of tangent to the general form of ellipse x2/a2 + y2/b2 = 1, for a given point (x1, y1) is xx1/a2 + yy1/b2 = 1.
Four normals can be drawn from any given point on an ellipse.
Common chords to any ellipse and a given circle incline equally to the Ellipse's axes.
If the centre of any given ellipse in (h,k) and the axes are parallel to coordinate axes, then the equation of that Ellipse is (x – h)2/a2 + (y – k)2/b2 = 1.
Two diameters of an ellipse are conjugate if each of them bisects the chords parallel to the other one.
4. Where can I find a video that covers the theory of Class 11 Chapter 23 from RS Aggarwal?
Vedantu has several interesting videos on YouTube that cover many complex and difficult chapters from Class 11 and 12 in one video. One video that covers all the important topics and basic concepts from the chapter of Ellipse is linked below. Watch the video to understand the ideas behind RS Aggarwal Chapter 11 Ellipse for students of Class 11 to get a deeper understanding of the chapter and use the solutions well! Students can understand the concepts by watching the video and can prepare well for the final exams.
5. How can I score more marks in Chapter 23 from RS Aggarwal for class 11?
Ellipse is a very scoring topic. It does not require a lot of preparation to master and is also a fairly simple topic to understand. Scoring full marks on questions from this topic is possible. Students are recommended to use the Free Solutions PDF to solve problems from RS Aggarwal and solve problems from their coursebook to get a good grasp on basic concepts too. After some dedicated hours of study, students can definitely score the most marks in this chapter.