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All Necessary Formulas for GRE/GMAT Math combined

All Necessary Formulas for GRE/GMAT Math combined

All Necessary Formulas for GRE/GMAT Math combined

Sequence

\(1+2+3+………..+n = \frac{(n (n+1))}{2}\)

\( 1^2+2^2+3^2+……..+n^2 =\frac{ n (n+1)(2n+1)}{6}\)

\( 1^3+2^3+3^3+……..+n^3 =\frac{ \{n (n+1)\}^2}{4}\)

Sum of an arithmetic Series, \(S = {n \over2}\{ {2a+(n-1)d} \}\)

a = first term , d = common difference, n = number of terms ;

e.g.: 11+18+25+… … … ; where,  a=11, d=18-11=7.  If n=29, the arithmetic …

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Mastering Statistics for GRE Quantitative Reasoning

Mastering Statistics for GRE Quantitative Reasoning

Statistics is a branch of mathematics dealing with the collection, analysis, interpretation, presentation, and organization of data. Statistics is one of the segments of GRE quantitative section which is to be structured to adept by means of sensible practices to command over the stipulated ideas, techniques and problems where the base of basic concepts is urged to be trained.

 

  • Mean …

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Strategic Analysis of GRE Arithmetic

Strategic Analysis of GRE Arithmetic

Arithmetic is one of the most important sections of GRE quantitative. You can master the section with logical understanding and developing mathematical skills by practicing more and more.

Terminology for Operations

There are four principal operations of arithmetic

  • Addition

It gives the result known as the Sum or total that denotes adding number together, e.g. The sum of 8 and …

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