N$\_($A$),$N$\_($C$),$N$\_($E$),$N$\_($G$),$N$\_($I$),$N$\_($K$)$ Find the velocity ratio for $2^($nd $)$ gear $($Note:

assume NA is locked to shaft with shifting collar for second gear, all other shifting

collars are free$).$ This should be the velocity of OA N$\_($A$)=12,$N$\_($C$)=20,$N$\_($E$)=20,$N$\_($G$)=14,$N$\_($l$)=20,$N$\_($K$)=24,$N$\_($O$)=12$

N$\_($B$)=26,$N$\_($D$)=(12+26-20),$N$\_($F$)=(12+26-20),$N$\_($N$)=(12+26-12)$

N$\_($H$)=24,$N$\_($J$)=(14+24-20),$N$\_($L$)=(14+24-24),$N$\_($M$)=(14+24-12)$

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