Quantitative Flashcards
What is the equation for the number of permutations of k items selected from n?
n!/(n-k)!
Are there any even primes?
Yes - 2
What is the equation for the number of permutations of of n items?
n!
What is the formula for k unordered selections from n items?
nCk=n!/k!(n-k)!
What is the equation for combined rates of work that invokes only 2 entities?
Total Time = AB/(A+B)
What is the equation for simple interest?
T=P(1+rt)
What is the equation for compound interest?
T=P(1+r)^t
What is the equation for how to calculate the number of degrees in a polygon?
180(n-2)
What is the only number that is neither positive or negative?
0
Odd+or-odd= ?
Even
Even+or-even=?
Even
Odd+or-even=!
Odd
Odd*odd=?
Odd
Even*even=?
Even
Odd*even=?
Even
Odd(any positive integer)=?
Odd
Even(any positive integer)=?
Even
What are the two best alternative strategies for problem solving according to Kaplan?
Picking numbers and back-solving
What’s a quick way to calculate 15%?
10%+5%
What different types of questions are good for picking numbers?
Questions with… Variables in the answer choices Percents in the answer choices Variables in the question stem Must be/could be/cannot be questions
What is the difference between percent increase and percent greater?
Percent increase follows the equation %inc=100*(new-old)/old Percent greater is (smaller #)*(%greater)=(larger #) EX: 4 is a 300% increase from 1, but 400% greater
What are some keywords that indicate they want it to be solved via estimation?
About, approximately,
When “picking numbers”, what are good numbers to choose?
Zero and one because of their “special” properties.
What is the smallest “prime” of a X!+1?
>X


