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Structure of IELTS: Understanding the test format

Structure of IELTS: Understanding the test format

Structure of IELTS: Understanding the test format

IELTS – International English Language Testing System' is an international exam which is designed &  structured in a disciplined way with a view to evaluating the skill & efficacy for dealing with reading, listening, speaking & writing English. Many graduate schools evaluate the profile of applicants by the IELTS score where the score …

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Structure of TOEFL iBT: Understanding the test format

Structure of TOEFL iBT: Understanding the test format

Structure of TOEFL iBT: Understanding the test format 

Test of English as a Foreign Language (TOEFL) is a designed &  structured in a disciplined way with a view to evaluating the skill & efficacy for dealing with reading, listening, speaking & writing English. Many graduate schools evaluate the profile of applicants by the TOEFL score where the score plays a vital …

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Erasmus Mundus - Scholarships for students and academics

Erasmus Mundus - Scholarships for students and academics

The Erasmus Mundus Scholarship Programme

The Scholarship programme aims to enhance the quality of higher education and promote dialogue and understanding between people and cultures through mobility, academic cooperation,  and scholarships between the EU (European Commission) and the rest of the world. Erasmus Mundus scholarship is one of the best prestigious scholarships for higher studies and research works. The first …

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Fulbright Scholarship: A Prestigious U.S. Scholar Program

Fulbright Scholarship: A Prestigious U.S. Scholar Program

The Fulbright Scholar Program (www.cies.org) or The Fulbright Program, including the Fulbright–Hays Program, is an American scholarship program of competitive, merit-based grants for international educational exchange for students, scholars, teachers, professionals, scientists, and artists, founded by United States Senator J. William Fulbright in 1946. Under the Fulbright Program, competitively selected American citizens may become eligible for scholarships to study, conduct research, or exercise …

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Mastering Probability for GRE/GMAT Quantitative Reasoning

Mastering Probability for GRE/GMAT Quantitative Reasoning

Probability is the measure of the likelihood that an event will occur. Probability is quantified as a number between 0 and 1, where, loosely speaking, 0 indicates impossibility and 1 indicates certainty. The higher the probability of an event, the more likely it is that the event will occur. Probability is one of the segments of GRE quantitative section which is to be structured to adept …

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Monbukagakusho (MEXT) Scholarship: Higher Studies in Japan

Monbukagakusho (MEXT) Scholarship: Higher Studies in Japan

The Monbukagakusho Scholarship (formerly known as Monbusho Scholarship) is a scholarship offered by the Japanese Ministry of Education, Culture, Sports, Science and Technology (MEXT) that allows non‐Japanese citizens. To date, some 65,000 students from approximately 160 countries and regions around the world have studied in Japan under the Japanese Government Scholarship program established in 1954. The Ministry of Education, Culture, Sports, Science, and Technology (MEXT) offers …

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DAAD Scholarship: Higher Studies in Germany

DAAD Scholarship: Higher Studies in Germany

DAAD (Deutscher Akademischer Austauschdienst / German Academic Exchange Service) Scholarship aims to enhance the quality of higher education in Germany that provides study opportunity to students from developing countries. A large number of international students are recruited for DAAD scholarships to study in German universities. The wide range of degree programs taught both in English and German languages which are being …

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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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