Understand the Objectives of divisibility, divisors, muiltiples and remainders
Divisibility rules by 2,3,4,5,9,10
Finding remainders
Finding GCF and LCM of pairs of numbers
Factor: if a number N is divisible by another number K then K is said to be a factor of N
Multiple if a number N is divisible by another number K then N is said to be a multiple of K
Prime number: positive integers greater than 1 that are not divisible by any number other than 1 and itself.
Remainder: remainder is the left over part when one number is divided by another number
What is the remainder with 3628 is divided by 2?
What is the remainder with 3628 is divided by 3?
What is the remainder with 3628 is divided by 4?
What is the remainder with 3628 is divided by 5?
What is the remainder with 3628 is divided by 6?
What is the remainder with 3628 is divided by 8?
What is the remainder with 3628 is divided by 9?
What is the remainder with 3628 is divided by 10?
What is the remainder with 3628 is divided by 11?
Grandma has $76.75. If she were to gave her money to 3 grand children (each receiving
an equal amount), and keeps the left over. How much was the left over amount?
Larry makes a list of all numbers less than 100 that is divisible by 3.
Carl make a list of all numbers less than 100 that is divisible by 7.
How many numbers are in both Larry's and Carl's lists?