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Divisibility Rules
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If the number is divisible by 2, it is also divisible by 4. True/False
False
2 05_ is divisible by 4. Write the correct digit to make the statement True.
2 and 6 (2 052 or 2 056)
18 76_ is divisible by 9. Write the correct digit to make the statement True.
5 (18 765)
Create a four-digit number using digit 9 - 8 - 6 - 5 - 4 - which is divisible by 6.
Combination of 9-6-5-4 OR 9-8-6-4 (the last digit have to be an even number)
If the number is divisible by 5, it is also divisible by 25. True/False
False
If the number is a multiple of 9, it is also divisible by 9. True/False
True
If a number divisible by 10, it is also divisible by 5. True/False?
True
Which numbers are NOT divisible by 100? 500, 5 550, 4 120, 15 700, 150 810
5 550, 4 120 , and 150 810
Which numbers are NOT divisible by 25? 1 215, 9 450, 25 085, 55 425
1 215 and 25 085
Which numbers are divisible by 25? 485, 315, 175, 5 750
175 and 5 750
Which number is NOT divisible by 9? 8 154, 90 450, 195 490
195 490
Which numbers are divisible by 9? 729, 813, 5 430, 89 010
729 and 89 010
Which numbers are NOT divisible by 6? 567, 756, 3 766, 24 000
567 and 3 766
Which numbers are divisible by 6? 896, 2 343, 45 654, 1 500
45 654 and 1 500
Which numbers are NOT divisible by 4? 816, 4 534, 46 548, 10 342
4 534 and 10 342
Which numbers are divisible by 4? 896, 2 340, 45 654, 10 000
896, 2 340, and 10 000
Which number is NOT divisible by 3? 309, 83 239, 56 671
56 671 and 83 239
Which numbers are divisible by 3? 89, 145, 234, 89 550
234 and 89 550
Name a six-digit number which is divisible by 100.
Any six-digit numbers which the last two digits of the number is 0
Name a four-digit number which is divisible by 25.
Any four-digit numbers which the last 2 digits are divisible by 25
Name a five-digit number which is divisible by 6.
Any five-digit numbers which is even numbers and the sum of the digits is divisible by 3
Name a four-digit number which is divisible by 9.
Any four-digit numbers which the sum of the digits is divisible by 9
Name a five-digit number which is divisible by 4.
Any five-digit numbers which the last 2 digits are divisible by 4
Name a five-digit number which is divisible by 3.
Any five-digit numbers which the sum of the digits is divisible by 3
Name a five-digit number which is divisible by 2.
Any five-digit EVEN numbers
Which numbers are divisible by 2 and 5? 905, 25, 900, 2 022, 2 000
900 and 2 000
Which numbers are divisible by 10? 800, 805, 750, 5 900, 25 785
800, 750, and 5 900
Which numbers are divisible by 5? 90, 506, 501, 505, 1 000
90, 505, and 1 000
Which numbers are divisible by 3? 20, 167, 249, 721, 2 004
249, and 2 004
Which numbers are divisible by 2? 43, 54, 249, 207, 2 022
54 and 2 022
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