[b]Divisibility | Mathematics Grade 5 | Periwinkle:[/b] This video explains divisibility rules for numbers 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, and 15, with examples.
[b]Divisibility rules song:[/b] This video uses a song to teach divisibility rules.[br][br][list][*][b]Divisibility by 1[/b]: Any whole number is divisible by 1.[/*][*][b]Divisibility by 2[/b]: A number is divisible by 2 if it's even.[/*][*][b]Divisibility by 3[/b]: Add its digits to check for divisibility by 3.[/*][*][b]Divisibility by 4[/b]: A number is divisible by 4 if its last two digits are a multiple of four.[/*][*][b]Divisibility by 5[/b]: A number is divisible by 5 if it ends with a 5 or a 0.[/*][*][b]Divisibility by 6[/b]: If a number is divisible by both 2 and 3, it is also divisible by 6.[/*][*][b]Divisibility by 9[/b]: Add the digits of the number to check for divisibility by 9.[/*][*][b]Divisibility by 10[/b]: A number is divisible by 10 if it ends with a zero.[/*][/list]
[*][b]Party Planning (Divisibility by 2 and 5):[/b] If you have 30 party favors, how can you use the divisibility rule for [b]2[/b] to determine if you can divide the favors equally if you have an even number of guests? If you want to put the favors into bags of 5, how would the divisibility rule for [b]5[/b] help you ensure no favors are left over?[/*][br][*][b]Organizing Supplies (Divisibility by 1 and 10):[/b] You have a box of 100 pencils. Why is the divisibility rule for [b]1[/b] always true? If you bundle the pencils into groups of 10, how does the divisibility rule for [b]10[/b] make it easy to see if you'll have perfect bundles?[/*][br][*][b]Sharing Treats (Divisibility by 3 and 9):[/b] You baked 45 cookies. To see if you can share them equally among 3 friends, how would you use the divisibility rule for [b]3[/b]? If you had 63 cookies instead and wanted to share them among 9 people, how would the divisibility rule for [b]9[/b] help you decide?[/*][br][*][b]Team Sports (Divisibility by 4 and 6):[/b] You're a coach with 24 players. If you need to form teams of 4, what part of the divisibility rule for [b]4[/b] would you check? If you wanted to form teams of 6, what combination of other divisibility rules would you use?[/*]