GRE

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Author:
crixtov
ID:
238335
Filename:
GRE
Updated:
2013-10-24 01:50:50
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GRE
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This set has mathematical GRE KEYS
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  1. How to find the Hypotenuse or a leg of a right triangle
    Pythagorean theorem:
  2. Area of a triangle
  3. Special Right Triangles
    3:4:5

    5:12:13

    30-60-90

    45-45-90
  4. Spot Special Right Triangles
    1--2

    1-1-
  5. Perimeter of a Rectangle
    P = 2 (lenght +width)
  6. Area of a Rectangle
    Area = (lenght)(width)
  7. Area of a Square
    A =
  8. Area of a Parallelogram
    A = (base)(height)
  9. Area of a Trapezoid
    A = (average of parallel sides) X (height)
  10. What is the area?
    A = 50
  11. 12 - 8 = 4
    • 35+45+X = 180
    • 80+X = 180
    • X = 100
  12. PEMDAS order
    • P arenthesis
    • E xponents (or radicals)
    • M ultiplication
    • D ivision
    • A ddition
    • S ubstraction
  13. Solve:

    9-2x(5-3)^2+6 / 3
    = 3
  14. Percent Formula
    Part = Percent x Whole
  15. what is 12% of 25?
    Part =
  16. 45 is what % of 9?
    •    
  17. 15 is % of what number?




  18. Percent increase formula
  19. Percent decrease formula
  20. The price goes up from $80 to $100. What is the % increase?
     
  21. How to predict whether a sum, difference, or product will be ODD or EVEN
    Just take simple numbers like 2 and 3
  22. If m is even and n is odd, is the product mn odd or even?
    m=2 and n=3

    is even, so mn is even
  23. How to recognize MULTIPLES of 2
    last digit is even
  24. How to recognize MULTIPLES of 3
    sum of digits is a multiple of 3
  25. How to recognize MULTIPLES of 4
    last two digits are a multiple of 4
  26. How to recognize MULTIPLES of 5
    last digit is 5 or 0
  27. How to recognize MULTIPLES of 6
    sum of digits is a multiple of 3, and last digit is even
  28. How to recognize MULTIPLES of 9
    sum of digits is a multiple of 9
  29. How to recognize MULTIPLES of 10
    last digit is 0
  30. How to recognize MULTIPLES of 12
    sum of digits is a multiple of 3, and last two digits are a multiple of 4
  31. How to use the AVERAGE to find the SUM
  32. 17.5 is the average of 24 numbers. What is the sum of the 24 numbers?
    Sum = 17.5 X 24 = 420
  33. Average of consecutive numbers
    average of evenly spaced numbers is simply the average of the smallest number and the largest number.
  34. What is the average of all the integers from 13 to 77?
  35. How to count consecutive numbers
    the number of integers from A to B inclusive is B - A + 1
  36. How many integers are there from 73 through 419, inclusive?
    419 - 73 + 1= 347
  37. How to find the Sum of Consecutive Numbers
    Sum = (Average) X (Number of terms)
  38. What is the sum of the integers from 10 through 50, inclusive?
    Average =

    • Number of terms = 50-10+1 = 41
    • Sum =
  39. what is the median of 88, 86, 57, 94, and 73?
    86
  40. What is the median of 88, 86, 57, 73, 94, and 100?
  41. Simple Interest
    interest = principal X interest rate (decimals) X time (years or fract of year)
  42. Compound interest
  43. If $10000 is invested at 8 percent annual interest, compounded semiannually, what is the balance after 1 year?
    = $10816
  44. If $12000 is invested at 6 percent simple annual interest, how much interest is earned after 9 months?
    = $540
  45. Permutation Formula


    • where n=#in the larger group
    •           k=#to arrange
  46. Five runners run in a race. The runners who come in first, second, and third place will win gold, silver, and bronze medals respectively. How many possible outcomes for gold, silver, and bronze medal winners are there?
  47. How many different ways are there to choose 3 delegates from 8 possible candidates?
  48. Combination Eq


    • n=#in larger group
    • k=#we are choosing

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