For integers m and n, both greater than 1, consider three following three statements: P: m divides n Q: m divides \[{{n}^{2}}\] R: m is prime, then

For integers m and n, both greater than 1, consider three following th

1.	For integers m and n, both greater than 1, consider three following three statements: P: m divides n Q: m divides \[{{n}^{2}}\] R: m is prime, then
A.	\[Q\wedge R\to P\]
B.	\[P\wedge Q\to R\]
C.	\[Q\to R\]
D.	\[Q\to P\]
Answer» B. \[P\wedge Q\to R\]

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For integers m and n, both greater than 1, consider three following three statements: P: m divides n Q: m divides \[{{n}^{2}}\] R: m is prime, then

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