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Category Archives: Algebra
Algebra Basics Revisited
The questions given below are basics of Algebra, so it is mandatory for all the students to solve and answers should be submitted in the “comments section”. Linear Equations 1. Solve for x and y: 1.2x + y = … Continue reading
Algebra Super Questions
Algebra Workshop: Attempt all the 73 questions and then these questions will be discussed in class.
Miscellanous Series
Now, in this last section, we will look at all the miscellaneous series problems based on Arithmetico-geometric series, Iterative series, User-defined series and others. Type I: Arithmetico-Geometric Series (AGP) E.g. 1: Find the sum to infinite terms: (y + 4y2 … Continue reading
Geometric Progression
After learning the theory of arithmetic progression, we will see the basic fundas and applications of Geometric Progression. In AP, we used to get next term by adding a common difference to the previous term. But, in case of GP, … Continue reading
Arithmetic Progression
While solving problems, we generally come across terms which are in arithmetic progression, but we are not able to identify it. We can find the sum of terms, number of terms of the series if familiar with the concepts of … Continue reading
Inequalities Static visuals
Click on the image to enlarge Your task , Explain the image and the lessons which can be learned from the same in as much detail as possible using whatever words you are comfortable with Best explanation : Gets featured … Continue reading
Brijesh’s Burden or modulus-modulus-modulus
**Click on the image for bigger better images you Explain , Interpret , Find the logic and the way to a super shortcut for problems like |ax-b|-|cx+d|-|ex-f| The best explanation gets Rs 250 and a video shoot .
For Qasim: Water images (will require extension)
Water images in Algebra understanding water image , water reflections or flipping the graphs about the x-axis for scenarios like G(x)= -f(x) and F(x) could be some function if we plot G(x) on the graph ,we would get an inverted … Continue reading
Posted in Algebra, Quantitative Aptitude and Mathematics
Tagged Algebra, CAT mathematics, functions, Graphs
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Jihad against the terror of Al-gebra
Or making friends with it long has been algebra the reason of slaughter of morale for test-takers . Today we Declare holy war against the tyranny of oppression. Unlike uncle Sam our policy will be to befriend it and love … Continue reading
Complexities of Absolute Value (Modulus):
The most important thing in Absolute value (Modulus) is its definition. Without its definition, modulus will not exist. In other words, the definition of Modulus is sacrosanct. Absolute value or Modulus is denoted by || sign. Definition: |x|= x if … Continue reading
Posted in Algebra, Quantitative Aptitude and Mathematics
Tagged Absolute value, CAT Algebra, CAT mathematics, Inequalities, Modulus
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Application of Modulus Graphs (Part II)
First of all, we will learn how to plot the graph of this. Once, we know how to plot, we can find out the area and perimeter orally without plotting the graph. If there is a single modulus involved in … Continue reading
Posted in Algebra, Quantitative Aptitude and Mathematics
Tagged CAT Algebra, Graphs of Modulus, Integral Solutions, Modulus
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Application Of Modulus Graphs (Part I):
There are many ways of finding the area of the required region. We will look at two of those methods and both those methods are pretty easy.
Modulus Graphs (Part I)
Posted in Algebra, Quantitative Aptitude and Mathematics
Tagged Algebra, CAT mathematics, Graphs, Modulus
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Demystifying Inequalities:
What is basic difference between solving an Inequality and Equality problem? Answer is pretty simple. While solving an equality problem, we get a fixed value/s of the variable but in case of an inequality, we get a range of values. … Continue reading
Theory Of Quadratic Equation:
Standard equation of a Quadratic Polynomial is ax2 + bx + c, and since the greatest degree of the polynomial is 2, it can have maximum of two roots. We will discuss all the possibilities of quadratic equation having two … Continue reading