Algebra I A - Meeting 7
... Rational Numbers – are any integers that can be written as ratios or fraction. Irrational Numbers – are numbers that cannot be written as a quotient of two integers. Radicals (Square Roots) – If b2 = a, then b is a square root of a. Real Numbers – are the collection of all numbers, both rational and ...
... Rational Numbers – are any integers that can be written as ratios or fraction. Irrational Numbers – are numbers that cannot be written as a quotient of two integers. Radicals (Square Roots) – If b2 = a, then b is a square root of a. Real Numbers – are the collection of all numbers, both rational and ...
Binet`s formula for Fibonacci numbers
... The magic number that the ratios of two consecutive Fibonacci numbers approach is Ф = (1 + V5)/2. Essentially this means that, except for the first few, each Fibonacci number is approximately equal to Ф times the preceding one, and the approximation gets better as the numbers get larger. ...
... The magic number that the ratios of two consecutive Fibonacci numbers approach is Ф = (1 + V5)/2. Essentially this means that, except for the first few, each Fibonacci number is approximately equal to Ф times the preceding one, and the approximation gets better as the numbers get larger. ...
Discrete Mathematics
... A WFF A is a substitution instance of another formula B if A is formed from B by substituting formulas for variables in B under condition that the same formula is substituted for the same variable each time that variable is occurred. • Ex. B: p→(j ∧p), A: (r→s)→(j ∧(r→s)) ...
... A WFF A is a substitution instance of another formula B if A is formed from B by substituting formulas for variables in B under condition that the same formula is substituted for the same variable each time that variable is occurred. • Ex. B: p→(j ∧p), A: (r→s)→(j ∧(r→s)) ...
