Home
Class 11
MATHS
Passengers are to travel by a double dec...

Passengers are to travel by a double decked bus which can accommodate 13 in the upper deck and 7 in the lower deck. Find the number of ways that they can be distributed if 5 refuse to sit in the upper deck and 8 refuse to sit in the lower deck.

Promotional Banner

Similar Questions

Explore conceptually related problems

20 passengers are to travel by a double decked bus which can accommodate 13 in the upper deck and 7 in the lower deck . The number of ways that they can be distributed is

Passengers are to travel by a double decked bus which can accommodate 13 in upper deck and 7 in the lower deck. The number of ways that they can be distributed if 5 refuse to sit in the upper desk and 8 refuse to sit in the lower deck is :

Passengers are to travel by a double decked bus which can accommodate 13 in the upper deck and 7 in the lower deck.The number of ways that they can be divided if 5 refuse to sit in the upper deck and 8refuse to sit in the lower deck,is

Passengers are to travel by a double decker bus which can accomodate in upper deck and in lower deck.The number of ways that the passengers are distributed is

A double decked bus can accommodate 100 passengers 40 in the upoer deack and 60 in the lower deck . In how many ways can a group of 100 passengers be accommodated is 15 refuse to sit in the lower deck and 20 refuse to sit in the upper deck ?

A double-decker bus carry (u+e) passengers, u in the upper deck and e in the lower deck. Find the number of ways in which the u+e passengers can be distributed in the two decks, if r(lt=e) particular passengers refuse to go in the upper deck and s(lt=u) refuse to sit in the lower deck.

A double-decker bus carry (u+l) passengers, u in the upper deck and l in the lower deck. Find the number of ways in which the u+l passengers can be distributed in the two decks, if r(lt=l) particular passengers refuse to go in the upper deck and s(lt=u) refuse to sit in the lower deck.

A double-decker bus carry (u+l) passengers,u in the upper deck and l in the lower deck. Find the number of ways in which the u+l passengers can be distributed in the two decks,if r(<=l) particular passengers refuse to go in the upper deck and s(<=u) refuse to sit in the lower deck.