Show that any number of the form 4n ,n=ncan never end with digit 0.
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Answer:
4n never ends with zero.
Step-by-step explanation:
Let 4n ends with zero for any natural number n
Since, The number ends with zero 4n is divisible by 5
Since, 5 is a factor of 4n
4n=(2×2)n
Since, The factor of 4 are 2 only
So , our supposition was wrong.
Therefore, 4n never ends with zero.
Hope it helps..
Thank-you..
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