Show that 12n cannot end with the digits 0 or 5 for any natural numbenumber
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Let 12n ends with 0 or 5. But, if it ends with 0 or 5, it should only 2 and 5 as it's prime factors. But, if we see the primer factorisation if 12 it also has 3 as one of it's prime factors. So, our assumption is wrong.
Hence, it cannot end with 0 it 5.
Hope it helps!!!
Hence, it cannot end with 0 it 5.
Hope it helps!!!
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