Can we have any n e N, where 7" ends with the digit zero?
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Answered by
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HEY MATE UR ANSWER IS BELOW
SINCE 7 IS PRIME NO. ITS FACTOROZATION IS (7 x 1) ONLY
SO IT CAN NOT BE WRITTEN IN FORM OF 2 x 5 so for any value of n 7^n can not be end with zero
SINCE 7 IS PRIME NO. ITS FACTOROZATION IS (7 x 1) ONLY
SO IT CAN NOT BE WRITTEN IN FORM OF 2 x 5 so for any value of n 7^n can not be end with zero
Answered by
2
Answer:
Step-by-step explanation:
Let's assume 7^n ends then it must be divide by 5 i.e. it's prime factorization must contain 5 but 7 is a prime and do not contains 5 hence fir for any n€N 7^n will not emd with a 0.
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