Question

plz answer this question

Answer 1

No, It doesn't have any power that will end the result with 0

Answer 2

Hi,

Here,

To prove : 4^n never ends with zero

Proof :
1st of all
A number can end with zero if even number multiplies 5, i.e
5 *2, 5* 4 and so on......... ( note that it should be prime no. Here 5 and 2 the only case)

So,
5 * 2 will end with 0

⭐⭐⭐⭐⭐⭐Now,
Let's come back to question
4^n
= (2×2) ^n....... ( prime factorisation)

Now,
Here
There is not a single case of 5 * 2

So it will never end with zero⭐⭐⭐⭐⭐

Note: the number which consists of prime factorisation 5 × 2 will only end

Fact : 4^ n will always end with a digit 4 / 6 only

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