Direct and Inverse variation

Variation describes the relation between two or more quantities. e.g. workers and work done, children and noise, entrepreneurs and start ups. More workers means more work done; more children means more noise; more entrepreneurs means more start ups and so on… These are examples of direct variation i.e. if one quantity increases, the other increases … Read more

Linear Relations

A linear relation is one which, when plotted on a graph, is a straight line. In linear relationships, any given change in an independent variable will produce a corresponding change in the dependent variable, just like a change in the x-coordinate produces a corresponding change in the y-coordinate on a line. We know the equation … Read more

Third type of Quant Question

We all know that  Quant questions are of two types: Problem Solving and Data Sufficiency. But, if we look carefully, we will see a third type of question – combination of the two. There are a few statements given in them (like in Data Sufficiency questions) and five options to choose from (like in Problem … Read more

Few Aspects of CAT!

Knowing how to traverse through a paper is an important skill-set in the CAT. This is particularly true of the computer-based version, as in the paper-based versions one has luxury of choosing the order of the sections, sub-sections etc while attempting a paper. To be selective on choosing the questions in CAT helps one maximize … Read more

Strategies For Solving Data Sufficiency

Memorize the Data Sufficiency answer choices The directions and answer choices for Data Sufficiency questions never change. Memorize them so that you have no problems on test day. There is no excuse for walking into test day without these five answer choices perfectly memorized! A) Statement (1) by itself is sufficient to answer the question, … Read more

Permutation & Combination

First, recall that the probability of x is the number ways x can occur/number of total possible outcomes (or p(x) = # desired/ # total). Another way to think about this equation is to see it as a ratio of two combinations or permutations. The number of ways x can occur is one combination (or … Read more

Divisibility of 2

We know the divisibility rules of 2, 4 and 8: For 2 – If the last digit of the number is divisible by 2 (is even), then the number is divisible by 2. For 4 – If the number formed by last two digits of the number is divisible by 4, then the number is … Read more

How to use units digits to avoid calculations

Imagine you would have to solve 130,467 * 367,569. Without a calculator, we are surely entering a world of hurt. But we can see almost instantaneously what the units digit of this product would be. The units digit of 130,467 * 367,569 would be the same as the units digit of 7*9, as only the … Read more

How to approach difficult quants problems

Many students have a hard time understanding what makes a difficult question, difficult. They assume that the tougher questions are either testing something they don’t know, or that these problems involve a dizzying level of complexity that requires an algebraic proficiency that’s simply beyond them. Hard questions don’t ask you do to something you don’t … Read more

Context in verb tenses

There is no restriction on how many tenses we can use and mix within a sentence, as long as they are appropriate for the context of the sentence. The problem is that sometimes the context can be a bit complicated to crack. We may think that a tense shift is required when it is actually not. Let’s take a … Read more

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