The greatest integer power of 20 that is a divisor of $$\(50^{50}\)$$ is
A.
\(20^{20}\)
B.
\(20^{25}\)
C.
\(20^{50}\)
D.
\(20^{125}\)
Exam No：2018 First Round Grade 6 Year：2018 Question No：28
Answer:
B
Knowledge points:
G6 - Number Theory - Prime Factorization (Application)
Solution:
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