If m and n are integers, then is n completely divisible by 10? Given statements: A. The value of m 10 + n 10 \frac{m}{10} + \frac{n}{10} 10 m ​ + 10 n...

Question

If m and n are integers, then is n completely divisible by 10?

Given statements:

A. The value of m10+n10\frac{m}{10} + \frac{n}{10} is an integer.

B. The value of m7+n10\frac{m}{7} + \frac{n}{10} is an integer.

C. The value of n is greater than m.

Which of the following statements are sufficient to answer the question?

Options

A.

Only A is sufficient

B.

Only B is sufficient

C.

Only C is sufficient

D.

Any two of them is sufficient

E.

Data is not sufficient and it requires more information to answer the given question

data sufficiencydivisibilitynumber theoryintegers

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