Requirements
You should be comfortable with the Fundamentals of Math, like arithmetic (addition, subtraction, multiplication, division) of positive and negative numbers, fractions, and decimals.
You should be comfortable with Algebra, like equation solving, graphing, and factoring, plus exponents and roots.
You'll only need Fundamentals of Mathematics and fundamental knowledge of Co-ordinate geometry, so if you have that foundation, you'll be well prepared for this course.
Students must be interested in learning new techniques to solve math problems easily, accurately, and quickly
Students must have the Zeal to stay out of the Crowd and Succeed in the Exam.
We are teaching for the Exams of Olympiad Arithmetic from the basics so no prior Knowledge is Mandatory.
CONIC SECTIONS
In this course, you will learn about conic sections. So what is a conic section? When a straight line intersects a vertical line at a fixed point and rotates about that fixed point the surface obtained is called a double right circular cone. A double right circular cone consists of two cones joined at a fixed point called the vortex the line that rotates about the vertex is called the generator and the line that remains fixed is called the axis. The right circular cone has a circular base and its axis is always perpendicular line from the center of the base to the vertex the perimeter of the base is called the directrix the lateral surface of a 1 circular cone is called a nap. Double right circular cone has two naps the NAP above the vertex is called the upper nap and that below the vertex is called the lower map also the angle between the generator and the axis is called the vertex angle conic sections.
If a plane intersects a double right circular cone we get two-dimensional curves of different types these curves are called conic sections depending on the angle made by the plane with the vertical axis of the cone the plane can cut the cone in three different ways. Ellipse, when the plane intersects the double right circular cone in such a way that the angle between the plane and the axis is greater than the vertex angle we get a closed curve, called an ellipse.
The figure so obtained are called degenerate connects in this module you have learned that when a plane intersects a double white circular cone two-dimensional curves called conic sections are formed there are three types of conic sections ellipse parabola and hyperbola when the double right circular cone is cut by the plane so that the angle between the plane and the axis is greater than the vertex angle the ellipse is obtained when the plane is perpendicular to the axis the ellipse changes into a circle if a double right circular cone is cut by a plane so that the angle between the plane the axis is equal to the vertex angle the parabola is formed if a double right circular cone is cut by a plane so that the angle between the plane and the axis is less than the vertex angle.
Description
Parabola is a part of conic sections, it builds a foundation of analytical geometry. This course on parabola will bring glory to your conceptual understanding.
This course is intended for the online learner who wants to understand the subject starting with basic real numbers Math background. Regardless of the reason you have to learn complex numbers, this course provides easy and step-by-step explanations.
Who this course is for:
Beginners who want to become experts in a conic section, Aspirants of various exams like IIT-JEE (Mains and Advanced).
Students of class 11th and 12th.
CBSEICSE and other state board students of classes 11 and 12.
Anyone willing to learn conic sections from scratch.
Students appearing for any Competitive exams any planning to stay Ahead of other students.
Students who want to improve their Calculation Speed and manage their time during exams.
The students who are planning to revise conic section concepts.
Who this course is for:
