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  2. Examples of Positive Correlation and Negative Correlation? -...

    www.manhattanprep.com/lsat/forums/examples-of-positive-correlation-and...

    Perfect correlation means both X and Y increase or decrease by the same degree; i.e., Slope of 1 or -1. An example would be the perfect negative correlation between a car's fuel efficiency (X miles per gallon) and the money spent per X miles the car is driven. However, No cause and effect is implied.

  3. The Most Common Logical Fallacies Found on the LSAT

    www.manhattanprep.com/lsat/blog/the-complete-guide-to-the-most-common-logical...

    Unproven vs. Untrue. Description: An argument concludes that an opinion is false because there isn’t enough evidence to prove it. Why this is a flaw: Scientists have failed to prove Bigfoot doesn’t exist. This doesn’t mean that he does exist. Conspiracy theorists have failed to prove that Bigfoot does exist.

  4. GMAT Score Chart & Calculator - Manhattan Prep

    www.manhattanprep.com/gmat/gmat-score-calculator

    Your Total GMAT score, on a scale from 200 to 800, is calculated from your combined performance on the Quant and Verbal sections of the GMAT. The GMAT Quant and GMAT Verbal sections are scored on a scale of 6 to 51. Your GMAT Integrated Reasoning (1 to 8) and GMAT Essay (0 to 6) section scores do not factor into your Total GMAT score.

  5. What’s Tested on LSAT Logical Reasoning - Manhattan Prep LSAT

    www.manhattanprep.com/lsat/blog/whats-tested-lsat-logical-reasoning

    assumptions, Bridge Assumptions, Causation Flaws, Comparative Flaws, Defender Assumptions, flaws, Inference questions, Necessary Assumptions, Sampling Flaws, Sufficient Assumptions. Previous Next. More than any other section of the test, the LSAT Logical Reasoning section has a clear mandate that directly pertains to your future as a law ...

  6. If p is a positive odd integer.. - Manhattan Prep

    www.manhattanprep.com/gmat/forums/if-p-is-a-positive-odd-integer-t3557.html

    1. When p is divided by 8, the remainder is 5. 2. p is the sum of the squares of two positive integers. Here is how I solved it (after the exam :) ). Wondering if there is an easier approach. A) (8*n + 5)/4 -> sufficient. B) p is odd. So in the sum one is odd and one is even. p = e^2 + o^2.

  7. ManhattanPrep.com

    www.manhattanprep.com

    Manhattan Prep is the premier provider of and test prep. All Manhattan Prep instructors score in the 99th percentile on the exams they teach, have years of teaching experience, and create all of our test prep lessons, books, practice problems, and other study materials. They’ll teach you to ace the GMAT, EA or GRE, just like they did!

  8. What Are the Hardest GRE Math Problems? | Manhattan Prep GRE

    www.manhattanprep.com/gre/blog/hardest-gre-math-problems

    On the positive lines, one intercept is in the negative and one is in the positive. Answer choices A and B are both ways of saying that the x and y intercepts have the same sign. If they have the same sign, their slopes are negative. Lines with positive slopes have a positive x-intercept and a negative y-intercept or vice versa.

  9. Top 10 GRE Quantitative Comparisons Tips - Manhattan Prep GRE

    www.manhattanprep.com/gre/blog/gre-quantitative-comparisons-tips

    Put that calculator away! 10. Pay attention to constraints…and non-straints. A “constraint,” in a GRE Quantitative Comparisons problem, is any extra piece of info that you’re given about the values involved. For instance, “y is even” is a constraint. So are “x is a positive integer” and “k is less than 1.”.

  10. Three Guidelines to the Logical Reasoning Negation Test - LSAT

    www.manhattanprep.com/lsat/blog/logical-reasoning-negation-test

    Negation Test Guideline 1: The Conditional Statement. Conditional statements are, in my process, categorized by two characteristics: they are absolute, and they are paired. Absolute in that the sufficient characteristic absolutely guarantees the existence of the necessary statement, and paired in that there are always two elements.

  11. Critical Reasoning Assumption Questions - Let's Play Jenga! -...

    www.manhattanprep.com/gmat/blog/critical-reasoning-assumption-questions

    Step 1: Identify the Question (Read the Question First) We’re being asked to find “an assumption on which the argument depends.”. What that means is that one of the answer choices is secretly performing a keystone role in the argument, even though it’s not actually in the argument. (An assumption is an unstated premise that permits the ...