C.1

Divisibility Rules

Q1 · Sep–Nov

Use the rules for 2, 3, 4, 5, 6, 9, and 10 to tell what a number is divisible by.

Level

Medium

Level

Problems

Show exampleInclude answer key

@page { size: letter; margin: 0; } @media print { .ws-page + .ws-page { break-before: page; } } Daniel Math Academy \cdot Grade 6 Math Divisibility Rules Skill C.1 \cdot Factors, multiples & primes \cdot ★★☆ Medium \cdot Quarter 1 Name Date Score / 14 Scan for answers Use the divisibility rules for 2, 3, 4, 5, 6, 9, and 10. When asked which divide a number, list all of them. Example Is 4,512 divisible by 6? 4 + 5 + 1 + 2 = 12, so yes Think: By 6 means by 2 and by 3: 4,512 is even, and its digits add to 12. By 4: the last two digits divide by 4. By 9: the digits add to a multiple of 9. 1 Is 3,491 divisible by 4? 2 Is 4,153 divisible by 6? 3 Is 9,285 divisible by 6? 4 Is 711 divisible by 4? 5 Is 50,276 divisible by 4? 6 Is 763 divisible by 6? 7 Is 96,704 divisible by 4? 8 Is 5,868 divisible by 6? 9 Is 113 divisible by 6? 10 Is 484 divisible by 4? 11 Is 4,730 divisible by 4? 12 Is 630 divisible by 6? 13 Is 796 divisible by 4? 14 Is 41,145 divisible by 4? Daniel Math Academy \cdot danielmath.com Worksheet # p9r6sce \cdot Page 1 / 2 Daniel Math Academy \cdot Grade 6 Math Answer Key C.1 Divisibility Rules \cdot ★★☆ Medium 1 no 2 no 3 no 4 no 5 yes 6 no 7 yes 8 yes 9 no 10 yes 11 no 12 yes 13 yes 14 no Daniel Math Academy \cdot danielmath.com Worksheet # p9r6sce \cdot Answer Key \cdot Page 2 / 2

C. Factors, multiples & primes11 skills