Question 141
A certain machine has a display, where an integer $x$ appears, and two keys $A$ and $B$. When the $A$ key is pressed, the display number is replaced by $2x+1$. When the $B$ key is pressed, the display number is replaced by $3x-1$.
If the number $5$ is on the display, the largest two-digit number that can be obtained by pressing some sequence of the $A$ and $B$ keys is:
A) 85
B) 87
C) 92
D) 95
E) 96
If the number $5$ is on the display, the largest two-digit number that can be obtained by pressing some sequence of the $A$ and $B$ keys is:
A) 85
B) 87
C) 92
D) 95
E) 96