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LearnScreen | Problem Solving Techniques for JEE and AIEEE

Problem Solving Techniques for JEE and AIEEE

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LearnScreen | Problem Solving Techniques for JEE and AIEEE | learnscreen.wordpress.com Reviews

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Problem Solving Techniques for JEE and AIEEE

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Electricity: Resistors in DC circuits | LearnScreen

https://learnscreen.wordpress.com/2011/11/15/electricity-resistors-in-dc-circuits

Problem Solving Techniques for JEE and AIEEE. Electricity: Resistors in DC circuits. November 15, 2011 in Physics. DC circuits have been a fairly important part of JEE papers over the years and most of these problems are based on resistors. The problems are quite easy to solve with a small list of concepts and tricks. In this lesson we will cover these and also look at lots of problems. Resistivity, Conductivity and Resistance. Conductivity is simply the reciprocal of resistivity. Respectively, the relat...

2

Vectors: the basics | LearnScreen

https://learnscreen.wordpress.com/2011/11/07/vectors-the-basics

Problem Solving Techniques for JEE and AIEEE. November 7, 2011 in Physics. In this lesson we will build a basic understanding of vectors, which will be useful both in solving physics problems as well as in building a foundation for a more detailed study of vectors in mathematics. Imagine a car that starts from point A and travels 10 km in a straight line to the east to reach point B. What are the two things needed to describe the movement of the car? In the figure,. This is very convenient- to find the n...

3

December | 2011 | LearnScreen

https://learnscreen.wordpress.com/2011/12

Problem Solving Techniques for JEE and AIEEE. You are currently browsing the monthly archive for December 2011. December 3, 2011 in Mathematics. A good knowledge of straight lines is required for solving a number of problems in geometry, especially problems related to conic sections. In this lesson we will look at some useful problem solving techniques. Let us consider a line Ax By C = 0 in the X-Y plane. The perpendicular distance d of a point P. From the given line is. Slope of a Line. Is the angle,.

4

Straight Lines | LearnScreen

https://learnscreen.wordpress.com/2011/12/03/straight-lines

Problem Solving Techniques for JEE and AIEEE. December 3, 2011 in Mathematics. A good knowledge of straight lines is required for solving a number of problems in geometry, especially problems related to conic sections. In this lesson we will look at some useful problem solving techniques. Let us consider a line Ax By C = 0 in the X-Y plane. The perpendicular distance d of a point P. From the given line is. Similarly, the distance between two parallel lines. Slope of a Line. Is the angle,. On the line :.

5

Permutations and Combinations | LearnScreen

https://learnscreen.wordpress.com/2011/11/05/permutations-and-combinations

Problem Solving Techniques for JEE and AIEEE. November 5, 2011 in Mathematics. Although permutations and combinations has not been a heavy-weightage topic in recent JEE exams, the concepts are relatively easy and often solving problems from other areas, probability for example. Let us look at the main concepts and formulas. Equivalently, in how many ways can we select r objects out of n distinct objects (order of selection not important, repetition not allowed) and then arrange them? We need to select r ...

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Learnscreen | Free Physics lessons

https://projectphysics.wordpress.com/2011/11/25/learnscreen

Physics Lessons for CBSE students. By अन व षक. Find lots more concepts explained in high-school level physics and math at my other blog http:/ learnscreen.wordpress.com. November 25, 2011. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out.

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LearnScreen | Problem Solving Techniques for JEE and AIEEE

Problem Solving Techniques for JEE and AIEEE. December 3, 2011 in Mathematics. A good knowledge of straight lines is required for solving a number of problems in geometry, especially problems related to conic sections. In this lesson we will look at some useful problem solving techniques. Let us consider a line Ax By C = 0 in the X-Y plane. The perpendicular distance d of a point P. From the given line is. Similarly, the distance between two parallel lines. Slope of a Line. Is the angle,. On the line :.

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