Showing posts with label Mathematics. Show all posts
Showing posts with label Mathematics. Show all posts

Simple Trick to Remember Values of Sin, Cos and Tan Functions for angles 0, 30, 45, 60 and 90 Degrees

If you are studying mathematics, you will has to use mathematical functions line sin, cos, tan etc. These trigonometric function are used in many other subjects like physics also. Functions sinx, cosx and tanx takes angles as input. Angles 0, 30, 45, 60 and 90 degrees are most commonly used angles values. Thus most students will have to rememeber the values of sin0, sin30, sin45, sin60, sin90, cos0, cos30, cos45, cos60, cos90, tan0, tan30, tan45, tan60 and tan90. If you know values of sinx and cosx you can find value of tanx by dividing sinx by cosx. tanx=sinx/cosx.

Here is a simple trick to remember all the above values. This is a simple and easy trick to remember the values of trigonometric functions sinx, cosx and tanx for angles (in degrees) 0, 30, 45, 60 and 90. The following image will tell you how to get the values of sinx and cosx function for above values of x in degrees in 3 simple steps. To get tanx, just divide sinx by cosx. Since the image is self explaining, i am just adding the image below.

mathematics, maths, trick, calculate, remember, values, trigonometric functions, 0, 30, 45, 60, 90 sinx cosx tanx sin cos tan
trick to remember values of sinx, cosx functions

Engineering Mathematics IV 2013 Previous Question Paper for BTech Fifth Semester under MG university

Engineering Mathematics IV 2013 Previous year Question Paper for BTech Fifth Semester under MG university

Subject : Engineering Mathematics IV (5th semester)
Course : BTech Engineering
Department: Mechanical, Civil, Electronics and communications, electrical, Aeronautical, polymer, Applied Electronics, Automobile Engineering etc. (Except for Computer Science and IT)
Semester: fifth semester (s5)
University : MG university Kottayam kerala

Fifth Semester BTech Computer Science and IT Mathematics Previous Year Question 2014

Previous year question paper 2014

Subject : Engineering Mathematics IV (EN010501 B)
Course : BTech Engineering
Department: Computer Science and Engineering and IT (Information Technology)
Semester: fifth semester (s5)
University : MG university Kottayam kerala

Principle of Mathematical Induction - Tutorial with Example Problems

In this post, I am adding a study material for Principle of Mathematical induction. The principle of Mathematical induction is a proving technique widely used. Therefore, Mathematical induction also comes in various subjects like mathematics, physics and theory of computation (also in engineering courses). The same thing is taught in plus one (first year of higher secondary or senior seconadary (for CBSE)) maths. Here i am adding a pdf file with a tutorial for Principle of mathematical induction. You can download the PDF tutorial from following link:

Click here to download PDF tutorial.



How to Display Mathematical Symblos, Greek Letters etc in HTML

When i was writing a post, i found it difficult to display some mathematical symbols in the post. At last, i solved it and found that there are easy to remember mnemonics for most of the symbols we come across. Sometimes you can get them only from the 'charmap' (enter charmap in 'Run' in your windows OS). There are escape sequences in HTML which will help you to include mathematical symbols and other Greek letters which are often used as variables or notation for some processes. To display these symbols in a webpage, simple mnemonics or corresponding code can be used. These informations are directly available in HTML4.0 website.


Mathematics Capsule for Engineering Entrance Exams in India

In this post, i am adding a mathematics capsule for entrance exams for engineering in India. This capsule is based on Higher secondary syllabus and contains Formulae, shortcut equations, tips and tricks that may be helpful for solving objective questions from mathematics.
I hope this pdf will be helpful for those students who are preparing for competitive entrance exams like KEAM, AIEEE, IIT JEE etc.
Click the following link to download the capsule as pdf.
Download

Fourier Series Textbook

A textbook for chapter ( Module ) Fourier series. Fourier Series  is included in Mathematics Syllabus for Bachelor Degrees including BTech (Engineering) in most universities. Download pdf BTech maths text for MG University on Fourier series
Download here