Scores
• GRE : Annie 320
• GRE : Rohan 330
• GRE : Pradeep 315
• GRE : Lakshmi 323
• GRE : Rahul G 323
• GRE : Satya S325
• GRE : Suraj K - 320
• GRE : Aruna A - 319

## GRE Coaching in Chennai

Class room courses variants.
1. GRE Regular (60 hrs, 60 days)
2. GRE Crash course (60 hrs, 30 days)

Semantics GRE coaching course highlights:
1. Words-in-context
2. Standard Idiom Lists
3. Text analysis methods
4. Writing Workshops
5. Discussion of higher order qns
6. Basics of reasoning
7. Passage maps
8. Mock exams

## Time and Work.. Using rate as a tool Updated On 5/26/2015

Problem 1
Difficulty: hard
1. The grass on a ranch grows at a constant rate every week. 240 cows will eat up the grass in  6 weeks. 200 cows will eat up the grass in 10 weeks. For how many weeks can the pasture sustain a herd of 190 c...
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## Permutation and Combination demystified Updated On 5/26/2015

Problem 1
There are 3 similar boxes, containing 6 black and 4 white balls; 3 black and 7 white balls and 5 black and 5 white balls respectively. If you choose one of the three boxes at random and from that particular box pick up a black ball at rand...
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## Math tip 34 Updated On 10/15/2013

Geometry
A quadrilateral with all four vertices on the circle is called a cyclic quadrilateral. For a cyclic quadrilateral the sum of opposite angles  =180°
In a circle, the radius is always perpendicular to the tangent.

...
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## Math tip 33 Updated On 10/15/2013

Geometry
In a circle, angle subtended by diameter at the centre = 180° and angle subtended by diameter at a point which lies on the circumference = 90°.
In a circle, angle subtended by chord at centre is double the angle subtended by the chord at its vertex.

## Math tip 32 Updated On 10/15/2013

Geometry
In a circle, the perpendicular line joining the centre and the chord bisects the chord.
In a circle, chords which are equidistant from the centre and are equal in length, subtend the same angle at the centre.

...
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## Math tip 31 Updated On 10/15/2013

Geometry
In a triangle, if the sides are not equal, the greater side has a greater angle opposite to it, the smaller side has a smaller angle opposite to it. ...
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## Math tip 30 Updated On 10/15/2013

Co-ordinate geometry
Line of intersection of two planes is a line.
Line of intersection of two vertical planes is a vertical line or an oblique line.
Line of intersection of a horizontal plane and vertical plane is a horizontal line.
Line of intersection ...
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## Math tip 29 Updated On 10/15/2013

When an inequality has |x| take a value of x > 0 and a value of  –x > 0, to plot the graph ...
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## Math tip 28 Updated On 10/15/2013

Inequalities
To solve problems based on inequalities, draw a xy graph. Determine the relevant region under observation. By determining the position of the origin the relevant region can be plotted. ...
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## Math tip 27 Updated On 9/13/2013

To solve a sum dealing with number of men and number of days taken to complete a work use the logic:  1 person takes 1 day to complete 1 unit of work.
If 20 men take 20 days to complete a work, How many days it will take 40 men take?
Assume 1 person takes 1 day to compl...
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## Math tip 26 Updated On 9/10/2013

To convert meters/sec into kilometer per hour. Multiply the speed by 18/5

...
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## Math tip 25 Updated On 9/10/2013

To convert kilometer per hour into meters/sec. Multiply the speed by 5/18 ...
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## Math tip 24 Updated On 9/10/2013

Effective speed
If two bodies are moving in the same direction, effective speed = sum of  their speeds
...
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## Math tip 23 Updated On 9/10/2013

Effective speed
If two bodies are moving towards each other, effective speed = difference of their speeds.
...
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## Math tip 22 Updated On 9/10/2013

Relative speed
If two bodies are moving in the same direction, Relative velocity = Difference of their speeds.
...
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## Math tip 21 Updated On 9/10/2013

Relative speed
If two bodies are moving towards each other, Relative velocity = sum of the their speeds.
...
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## Math tip 19 Updated On 9/10/2013

Steps to solve a Time-Speed-Distance problem
Draw a line diagram:(representation of the variables, positions and relationships)
Check units:(All units should conform to each other)
Find constant parameter
Write equation

...
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## Math tip 18 Updated On 9/10/2013

Mixtures
In a mixture containing two inseparable liquids, use this formula to compute the percentage of each liquid after replacing the liquid with the larger percentage with the liquid with smaller percentage n times.
(initial amount of liquid) x { (initial amount of liquid...
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## Math tip 17 Updated On 9/10/2013

Alligations
When different quantities of same or different ingredients of different values are mixed together to produce a mixture of a mean value, use alligation.
Rule of alligation

{ Quantity of cheaper ingredient/ Quantity of Dearer ingred...
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## Math tip 16 Updated On 9/5/2013

if a/b is such that (a/b)<1 then
{(a-x)/(b-x)} < (a/b)
...
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## Math tip 15 Updated On 9/5/2013

if a/b is such that (a/b)<1 then
{(a+x)/(b+x)} > (a/b)

...
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## Math tip 14 Updated On 9/5/2013

if a/b is such that (a/b)>1 then
{(a-x)/(b-x)} > (a/b)
...
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## Math tip 13 Updated On 9/5/2013

if a/b is such that (a/b)>1 then
{(a+x)/(b+x)} < (a/b)
...
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## Math tip 12 Updated On 9/5/2013

If a:b = 3:4 then a and b are not equal to 3 and 4 respectively. a = 3x and b = 4x where x is any constant.
(a,b) can be (15,20),(18,24),(3,4), (30,40)...
...
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## Math tip 11 Updated On 9/5/2013

compound interest(nth year) = compound interest((n-1)th year) + r% x compound interest((n-1)th year)
Amount(nth year) = Amount((n-1)th year) + r% x Amount((n-1)th year)
...
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## Math tip 10 Updated On 9/5/2013

Compund interest after 2 years - simple interest after 2 year =
principle x (rate /100) ^2
...
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## Math tip 9 Updated On 9/5/2013

simple interest after 1 year = compound interest after 1 year ...
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## Math tip 8 Updated On 9/5/2013

Working backwards an excelleng problem solving approach

The owner of a jewellery shop hired three watchman to guard his diamonds, but a thief still got in and stole some diamonds. On the way out, the thief met each watchman,one at a time. to each he gave ½ of the diamon...
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## Math tip 7 Updated On 9/5/2013

Number S is obtained by squaring the sum of digits of a two-digit number D. if difference between S and D is 36, then the two-digit number D is
a. 54      b. 36Know more...

## Math tip 6 Updated On 8/21/2013

Adding two percentage a% + b% doesn't give (a + b) %, it gives
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1^2=1
2^2= 1+3
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## Math tip 4 Updated On 8/21/2013

Sum of numbers of 3^0, 3^1, 3^2 and 3^3 will be 40. Using a combination of these numbers, each occurring at the most once, we can obtain all numbers from 1 to 40 by using the operatio...
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## Math tip 3 Updated On 8/21/2013

The sum of powers of 2 from 0 to any number K will be equal to 2^(K+1) – 1 ...
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## Math tip 2 Updated On 8/21/2013

If a is increased/decreased by b%, then the new value calculated after the increase is,
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## Math tip 1 Updated On 8/21/2013

When the word 'lesser than' or the word 'more than' is used in the question, the percentage increase formula must be used. The number after the word 'than' is usually the initial valu...
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## Colleges in South Asia Updated On 3/26/2014

Asian Institute of Management, Philippines
Nanyang Technological University, Singapore
National University of Singapore
Singapore Management University, Singapore ...
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## Colleges in Europe Updated On 3/26/2014

ESCP Paris
HEC Paris
SDA Bocconi, Italy
European School of Economics,Germany
Erasmus University Rotterdam School of Business, Netherlands
U Amsterdam, Amsterdam Business School,Netherlands
Escuela de Alta Dirección y Administratio...
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## Canadian colleges Updated On 3/26/2014

Simon Fraser University (Financial Risk Management)
Ivey Business School ...
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## US colleges/programs Updated On 3/26/2014

Busines schools that take GRE scores
Use your GRE scores in these B. schools:
A lot of universities use GRE scores for MBA admissions globally.
Here is a list of institutions that take GRE scores.

University of Alabama Birmingham
Arizona State University
Thunderbird School of...
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## How we teach GRE

GRE, primarily a test of reasoning, necessitates a course in the fundamentals of logic.

GRE smartstart ‘Basic Verbal Reasoning Module’ is intended to give test aspirants a strong foundation for reasoning with ordinary language. The purpose is to familiarize students with certain methods for representing and evaluating arguments and inferences. Topics will include structure, function and evaluation of arguments.

An ‘Advanced Module’ on reasoning will cover strategies to crack the verbal reasoning questions in the GRE.

• The math module covers all areas tested in the quantitative section of the GRE. A supplement on higher order math reasoning and strategies to crack the varied format math problems is part of this course. Assignments and home work will ensure adequate review and practice.
• Teaching text completion involves words- in- context vocabulary building, idioms and sentence analysis.
• Analytical writing workshops cover argument topic analysis, writing essays for select topics and evaluation.

Hundreds of illustrations and practice questions will provide students with ample practice. Section tests and full exams will build test confidence.

GRE aspirants in Chennai, can now crack GRE with semantics GRE coaching. The coaching classes have been designed for the reasoning-based GRE . semantics GRE coaching classes are held on weekends and weekdays. Chennai students can avail the services of experienced GRE instructors, who have trained thousands of GRE aspirants over the past 10 years. semantics GRE coaching places strong emphasis on reasoning skills through structured Reasoning Development Labs(RDL). GRE interactive classes incorporating these unique sessions seek to build higher order thinking and reasoning skills tested in GRE. Attend GRE classes at semantics located in Nungambakkam, Chennai