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pΛq - >>> CORRECT ANSWER True if both are true, else false
p->q - >>> CORRECT ANSWER if p then q
Varies inversely - >>> CORRECT ANSWER xy=k
Symbolic Form V - >>> CORRECT ANSWER OR
Symbolic Form Λ - >>> CORRECT ANSWER AND
Symbolic Form ~ - >>> CORRECT ANSWER "it is not the case that"
=> or "right arrow" - >>> CORRECT ANSWER If...Then...
↔ - >>> CORRECT ANSWER "implies and is implied by" or ".... if and only if..."
pVq - >>> CORRECT ANSWER if p or q are true then "true", else if both are false then
"false"
Prime numbers - >>> CORRECT ANSWER 2, 3, 5, 7, 11, 13, 17, 19, 23, 29
, prime factorization - >>> CORRECT ANSWER Breaking down a composite number until
all of the factors are prime.
prime factorization process - >>> CORRECT ANSWER divide number by smallest prime
number that it evenly divides into, then repeat until you have the list of prime numbers
that make the big number.
Truncate - >>> CORRECT ANSWER Similar to rounding but never round up. In other
words drop to the place indicated.
Double sided arrow - >>> CORRECT ANSWER if and only if, or the if statement can be
reversed and still be true.
parentheses - >>> CORRECT ANSWER group statements ~(pVq) you negative both
statements. Often express in statements as a comma(,).
Conjunction - >>> CORRECT ANSWER and, Λ, both statements must be true for the
whole thing to be true.
Disjunction - >>> CORRECT ANSWER or, V, only false when both statements are false.
Negation - >>> CORRECT ANSWER ~, not, the opposite of the statement.
Conditional statement - >>> CORRECT ANSWER arrow, if...then, only false when if
statement is true and then statement is false.