F.6

Divisibility Rules

Q1 · Sep–Nov

Use the rules for 2, 3, 5, 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 5 Math Divisibility Rules Skill F.6 \cdot Primes, factors & multiples \cdot ★★☆ Medium \cdot Quarter 1 Name Date Score / 14 Scan for answers Use the divisibility rules for 2, 3, 5, 9, and 10. When asked which divide a number, list all of them. Example Is 4,512 divisible by 3? 4 + 5 + 1 + 2 = 12, so yes Think: By 2: the last digit is even. By 3 or 9: the sum of the digits divides by 3 or 9. By 5: it ends in 0 or 5. By 10: it ends in 0. 1 Is 54,001 divisible by 3? 2 Is 56,187 divisible by 9? 3 Is 5,091 divisible by 3? 4 Is 8,012 divisible by 3? 5 Is 2,934 divisible by 9? 6 Is 2,913 divisible by 3? 7 Is 1,783 divisible by 3? 8 Is 90,666 divisible by 9? 9 Is 10,863 divisible by 9? 10 Is 1,603 divisible by 3? 11 Is 66,806 divisible by 9? 12 Is 5,410 divisible by 9? 13 Is 37,100 divisible by 3? 14 Is 6,030 divisible by 9? Daniel Math Academy \cdot danielmath.com Worksheet # zhx8c5g \cdot Page 1 / 2 Daniel Math Academy \cdot Grade 5 Math Answer Key F.6 Divisibility Rules \cdot ★★☆ Medium 1 no 2 yes 3 yes 4 no 5 yes 6 yes 7 no 8 yes 9 yes 10 no 11 no 12 no 13 no 14 yes Daniel Math Academy \cdot danielmath.com Worksheet # zhx8c5g \cdot Answer Key \cdot Page 2 / 2

F. Primes, factors & multiples9 skills