Divisibility for 6, 12, and 15
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Last updated about 6 years ago
12 questions
1
4,314 is an even number that is also divisible by 3; therefore 4,314 is divisible by 6.
4,314 is an even number that is also divisible by 3; therefore 4,314 is divisible by 6.
1
4,317 is an odd number that is also divisible by 3; therefore 4,317 is divisible by 6.
4,317 is an odd number that is also divisible by 3; therefore 4,317 is divisible by 6.
1
Post a 3 digit number with no repeating digits that is divisible by 6.
Post a 3 digit number with no repeating digits that is divisible by 6.
1
Post a 4 digit number with no repeating digits that is divisible by 6.
Post a 4 digit number with no repeating digits that is divisible by 6.
1
132 is divisible by 3 and 4; therefore it is divisible by 12.
132 is divisible by 3 and 4; therefore it is divisible by 12.
1
5,421 is divisible by 3 and 4; therefore it is divisible by 12.
5,421 is divisible by 3 and 4; therefore it is divisible by 12.
1
Post a 3 digit number with no repeating digits that is divisible by 12.
Post a 3 digit number with no repeating digits that is divisible by 12.
1
Post a 4 digit number with no repeating digits that is divisible by 12.
Post a 4 digit number with no repeating digits that is divisible by 12.
1
228 is divisible by 3 and 5; therefore it is divisible by 15.
228 is divisible by 3 and 5; therefore it is divisible by 15.
1
225 is divisible by 3 and 5; therefore it is divisible by 15.
225 is divisible by 3 and 5; therefore it is divisible by 15.
1
Post a 3 digit number with no repeating digits that is divisible by 15.
Post a 3 digit number with no repeating digits that is divisible by 15.
1
Post a 4 digit number with no repeating digits that is divisible by 15.
Post a 4 digit number with no repeating digits that is divisible by 15.