Suppose the numbers 71, 104 and 159 leave the same remainder $r$ when divided by a certain number $N > 1$. Then, the value of $3 N + 4 r$ must equal: (A) 53 (B) 48 (C) 37 (D) 23
Suppose the numbers 71, 104 and 159 leave the same remainder $r$ when divided by a certain number $N > 1$. Then, the value of $3 N + 4 r$ must equal:\\
(A) 53\\
(B) 48\\
(C) 37\\
(D) 23