Can an even number, divided by another even number, times another even number ever equal an odd number?
If "yes," then find three numbers that work.
If "no," then why not?
Note that the three even numbers can be different numbers.
For integral choices of and ,
Is the above statement true or false?
Clarification: The is the Lowest Common Multiple of two numbers.
is a positive integer such that leaves a remainder of 70 when divided by 100; that is, What is the remainder when is divided by 100?
True or False: Every odd number greater than 1 is the smallest member of a primitive Pythagorean triple.
Note: A primitive Pythagorean triple is a triple of positive integers such that and