JEE Advanced Level solved questions and Chapter analysis of JEE Straight Lines with Karthik Sir.
We enter the world of Coordinate Geometry for the first time starting with Straight Lines. We encounter the correlation between the algebraic equations with the plotting of curves on coordinate axes for the first time. We look into the slope of a line and the various forms of equations of lines such as point-slope form, two-point form, intercept form, general form of straight line etc. We understand concurrency of three straight lines, distance of a point from a line. Further, we look into the concept of pair of straight lines.
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Question 1: We look into a problem involving rotation of a line. A given line is rotated about a given point on the line by a known angle and then the equation of the line in its new position is found out using point-slope form. 08:50
Question 2: We look in the condition for a random point to be inside a triangle formed by three straight lines. We check the inequality conditions of all the three lines with respect to the origin and the triangle. Then, we use the wavy curve method to find the intersection of the three conditions. 12:00
Question 3: We look into a pair of straight lines concept here. A line bisects the angle made by a pair of straight lines given in terms of a parameter. For a certain value of the parameter, we are to find out the equation of the line bisecting the pair of straight lines. 18:06
Question 4: Here, we discuss a problem regarding section of a line segment between the coordinate axes. A line gets divided into three parts in a certain ratio between the coordinate axes by a pair of straight lines passing through point. We are to find the angle between the pair of straight lines using slope of a line concept. 22:58
Question 5: In this video, we find the locus of the mid point of a line segment joining any two random points on a pair of straight lines such that the area made by the triangle formed by these points and the origin is a fixed value. 29:51
Question 6: In this video, a given pair of straight lines in terms of a parameter passing through the origin makes equal angle with another given line. We are to find the relation between the equal angle and the parameter representing the pair of straight lines. 36:03
Check out our other Videos on Mathematics!
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jee preparation tips for droppers JEE Straight Lines | Coordinate Geometry | Target JEE | Solved Questions | JEE Maths | |
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