If m and n are positive integers, when \(3^4^n\)+m is divided by 5, what is the remainder?
1) n=1
2) m=4
==> If you modify the original condition and the question, you only need to know “m” from \(3^4^n+m= (34)^n+m=(81)n+m=(~1)+m\), so the answer is B.
This type of question is a 5051-level question related to mistake type 4(A).
Answer: B
1) n=1
2) m=4
==> If you modify the original condition and the question, you only need to know “m” from \(3^4^n+m= (34)^n+m=(81)n+m=(~1)+m\), so the answer is B.
This type of question is a 5051-level question related to mistake type 4(A).
Answer: B
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