Iterative and recursive versions of the Euclidean algorithm
... Every integer number can be zero’s divider. GCD(0,0) is not defined. 2. If numbers a and b are even, then GCD(a b) = 2·GCD(a/2,b/2). 3. In number a is even and number b is odd, then GCD(a,b) = GCD(a/2,b). If number a is odd and number b is even, then GCD(a,b) = GCD(a,b/2). 4. If both numbers a and b ...
... Every integer number can be zero’s divider. GCD(0,0) is not defined. 2. If numbers a and b are even, then GCD(a b) = 2·GCD(a/2,b/2). 3. In number a is even and number b is odd, then GCD(a,b) = GCD(a/2,b). If number a is odd and number b is even, then GCD(a,b) = GCD(a,b/2). 4. If both numbers a and b ...
Decimals - Hanlon Math
... Very large and very small numbers are often written in scientific notation so numbers can be computed easily and as a means of saving space. Even calculators use scientific notation when computing with large or small numbers. Scientific notation simplifies computing with very large or very small num ...
... Very large and very small numbers are often written in scientific notation so numbers can be computed easily and as a means of saving space. Even calculators use scientific notation when computing with large or small numbers. Scientific notation simplifies computing with very large or very small num ...
Name: Math 2412 Activity 3(Due by Apr. 4) Graph the following
... b) Find a formula for an that generates the numbers in this arithmetic sequence. c) What is the 99th number in this arithmetic sequence? 123. Find x so that x, x 2, x 3 are consecutive terms of a geometric sequence. 124. Find x so that x 1, x, x 2 are consecutive terms of a geometric sequenc ...
... b) Find a formula for an that generates the numbers in this arithmetic sequence. c) What is the 99th number in this arithmetic sequence? 123. Find x so that x, x 2, x 3 are consecutive terms of a geometric sequence. 124. Find x so that x 1, x, x 2 are consecutive terms of a geometric sequenc ...
Unit 1 Notes: Rational Numbers and Decimal Expansion
... Rational numbers are numbers that can be written as a quotient of two integers. Since decimals are special fractions, all the rules we learn for fractions will work for decimals. The only difference is the denominators for decimals are powers of 10; i.e., 101, 102, 103, 104, etc.... Students normall ...
... Rational numbers are numbers that can be written as a quotient of two integers. Since decimals are special fractions, all the rules we learn for fractions will work for decimals. The only difference is the denominators for decimals are powers of 10; i.e., 101, 102, 103, 104, etc.... Students normall ...