Using divisibility tests, write yes or no :
Number $14560$ is divisible by $8 .$

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Solution

Since, as we know that last three digits of any number is divisible by $8$ then that number is divisible by $8$ .
Last three digits of $14560$ is $560$ which is divisible by $8$ , then $14560$ is divisible by $8$ .
Hence, $14560$ is divisible by $8 .$

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Using divisibility test, determine which of the following numbers are divisible by 2; by 3; by 4; by 5; by 6; by 8; by 9; by 10; by 11. (Say yes or no)

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Using the divisibility test, determine $14560$ is divisible by $4$ , by $8$ or not?

Using divisibility test, determine if the given number is divisible by $4$ and by $8$ :

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Using divisibility test, determine whether the given number is divisible by 4; by 8:
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Using divisibility tests, write yes or no :Number 14560 is divisible by 8.

Since, as we know that last three digits of any number is divisible by 8 then that number is divisible by 8. Last three digits of 14560 is 560 which is divisible by 8, then 14560 is divisible by 8.Hence, 14560 is divisible by 8.

Using divisibility tests, write yes or no :
Number $14560$ is divisible by $8 .$

Since, as we know that last three digits of any number is divisible by $8$ then that number is divisible by $8$ .
Last three digits of $14560$ is $560$ which is divisible by $8$ , then $14560$ is divisible by $8$ .
Hence, $14560$ is divisible by $8 .$