Simi’s Maths Classes

While reading a mathematical word problem, it's always better to translate it into equations.

For example, consider the following problem.
If a clothing company has 3 manufacturing units in cities A, B and C with total of 500 employees, and each employee works in only one unit. If 2/5 work in A, twice as many work in C as in B. How many work in C?

In this problem, 3/5 of 500, i.e, 300 employees, work in B and C combined. Let x people work in B, then 2x people work in C.
So we have the following equation,
2x+x=300
Or, x=100
Or, C has 200 employees.

Have you ever wondered why your Netflix recommendations are different from your friends? Read the following link to find the mathematics behind the algorithm used.

How Geometry, Data and Neighbors Predict Your Favorite Movies | Quanta Magazine A little high school geometry can help you understand the basic math behind movie recommendation engines.

https://www.nature.com/articles/d41586-019-00845-z

Five tips for nailing your US-based graduate-school applications Cristian Román-Palacios discusses how to deal with the bureaucracy and make a great case for yourself.

There are some interesting points in the article.

Ability to excel in Maths not hereditary – Don Tare Youdeowei A professor of Chemistry, Ezekiel Odebunmi, has faulted the myth that a pupil’s ability to excel in Mathematics or related subjects is hereditary. Speaking during a prize-giving ce...

There are different types of problems in GRE quant section. We will see examples of each type in the coming few days.

First type is quantitative comparison.
Here 2 quantities, A and B, will be given. You will have to compare them and choose one of the following options:
A. Quantity A is greater.
B. Quantity B is greater.
C. The two quantities are equal.
D. The relationship cannot be determined from the information given.

An example: Let x and y be two integers.
Quantity A: x×y
Quantity B: x+y.

Don't automatically assume that A is correct option Take few varied examples to be sure

If x = 2 and y = 3, then yes,
x + y = 5 < 6 = x × y.
But see what happens when x = 1 and y = 1.
Here x + y > x × y.

So the correct option is D.

For quant, you have to solve 20 problems in 35 minutes or in 2100 seconds. In other words, you have 1 minute 45 seconds to solve one problem. Let us say you take on an average of 30 seconds to read and understand a problem. That leaves you with 1 minute 15 seconds to solve one problem.
If you find that you aren't able to solve a problem within a minute, then mark it and maybe come back to it later. There is no point wasting time solving a problem.