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Itself and any multiples of 8

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How do you use the divisibility test to determine if 10048 is divisible by eight?

To determine if 10048 is divisible by eight, you can use the divisibility test for eight, which states that a number is divisible by eight if its last three digits form a number that is divisible by eight. In this case, the last three digits of 10048 are 048. Since 48 divided by 8 equals 6 with no remainder, 048 is divisible by eight. Therefore, 10048 is also divisible by eight.


Why is the number forty eight an even number?

because it is divisible by 2


Is 48 divisible by 6?

If you can spell divisible you already know that it is. Every number is divisible by every other number. If you mean 'is 48 divided by six an integer?' then the answer is ' yes it equals eight.'


What could you add to 542 to make it divisible by ten divisible by five and divisible by eight?

you would add 8-making the number 550.550 divided by 10 is 55


What are some 8 digit numbers divisible by 8?

You can always tell a number is divisible by eight by checking to see if the rightmost three digits are. If they are, then the whole number is. With that in mind then, you can make up all sorts of such numbers by just grabbing some combination that you know is divisible by eight, and tacking additional digits on to the left. For example, we know that 128 is divisible by eight (128 / 8 = 16), so any of these numbers are as well: 89469128 13948128 90173128 The number of digits doesn't matter, so we also know that a ridiculously large number like this one: 25098174509840582437575109283102477568758134024 is divisible by eight, because the last three digits are.