XAT 2012 Q: Nikhil's mother asks him to buy 100 pieces of sweets worth Rs. 100/-. The sweet shop has 3 kinds of sweet kajubarfi, jamun and sandesh costing 10, 3 and .5 rupees respectively. If Nikhil decides to buy at least one sweet of each type how many jamuns ahould he buy?
XAT 2012 Q: Nikhil's mother asks him to buy 100 pieces of sweets worth Rs. 100/-. The sweet shop has 3 kinds of sweet kajubarfi, jamun and sandesh costing 10, 3 and .5 rupees respectively. If Nikhil decides to buy at least one sweet of each type how many jamuns ahould he buy?
10k+3j+.5s=100 k+j+s=100; we get 19k+5j=100 possible for k=5 for sum to be less than 100 j=(100-95)/5 = 1?
One of the data ninjas at a reputed analyst firm goes to make coffee for herself and two colleagues. The company has two Italian coffee machines, each capable of making 5 coffees before a refill is required. The first machine she tries is empty. If it is early in the morning, and people randomly choose which coffee machine to use, what is the probability that the second machine will have enough coffee to fulfill her order? You can assume that if both machines are empty, they get refilled immediately. Your answer needs to be a simplified fraction.
XAT 2012 Q: Nikhil's mother asks him to buy 100 pieces of sweets worth Rs. 100/-. The sweet shop has 3 kinds of sweet kajubarfi, jamun and sandesh costing 10, 3 and .5 rupees respectively. If Nikhil decides to buy at least one sweet of each type how many jamuns ahould he buy?
One of the data ninjas at a reputed analyst firm goes to make coffee for herself and two colleagues. The company has two Italian coffee machines, each capable of making 5 coffees before a refill is required. The first machine she tries is empty. If it is early in the morning, and people randomly choose which coffee machine to use, what is the probability that the second machine will have enough coffee to fulfill her order? You can assume that if both machines are empty, they get refilled immediately. Your answer needs to be a simplified fraction.@anytomdickandhary@naga25french@deedeedudu@krum@vijay_chandola@Zedai @scrabbler @techsurge @chillfactor @Brooklyn @sujamait @soumitrabengeri @rkshtsurana @Estallar12 @ScareCrow28 P.S : As and always requested, ek pyara sa detailed logic, coz i won't be able to provide an OA for this.
let K, J and S be the legends for the no. of sweets of each typeso we have 10K+ 3J+ 5S= 100-- 3J + 5(S + 2K)= 100now we have to get max. no. of J and since each of them has a min. value of 1,we have to get 3J as max. multiple of 5 which satisfies the above eqn.for S=3 and K=1 we get min of 5(S + 2K)= 25.hence max. J can be 25. (since 3J=75)
It's 0.5S and not 5S.
It can never be >1 Otherwise there would be no solution.
One of the data ninjas at a reputed analyst firm goes to make coffee for herself and two colleagues. The company has two Italian coffee machines, each capable of making 5 coffees before a refill is required. The first machine she tries is empty. If it is early in the morning, and people randomly choose which coffee machine to use, what is the probability that the second machine will have enough coffee to fulfill her order? You can assume that if both machines are empty, they get refilled immediately. Your answer needs to be a simplified fraction.
XAT 2012 Q: Nikhil's mother asks him to buy 100 pieces of sweets worth Rs. 100/-. The sweet shop has 3 kinds of sweet kajubarfi, jamun and sandesh costing 10, 3 and .5 rupees respectively. If Nikhil decides to buy at least one sweet of each type how many jamuns ahould he buy?
@nick_baba@ScareCrow28 What is the importance of below sentence in this question. You can assume that if both machines are empty, they get refilled immediately
It means Machine 2 can never be empty. It would have coffee for atleast 1 cup! We would not take any option of 0 Cup.
@nick_baba@ScareCrow28 What is the importance of below sentence in this question. You can assume that if both machines are empty, they get refilled immediately
One of the data ninjas at a reputed analyst firm goes to make coffee for herself and two colleagues. The company has two Italian coffee machines, each capable of making 5 coffees before a refill is required. The first machine she tries is empty. If it is early in the morning, and people randomly choose which coffee machine to use, what is the probability that the second machine will have enough coffee to fulfill her order? You can assume that if both machines are empty, they get refilled immediately. Your answer needs to be a simplified fraction.
One of the data ninjas at a reputed analyst firm goes to make coffee for herself and two colleagues. The company has two Italian coffee machines, each capable of making 5 coffees before a refill is required. The first machine she tries is empty. If it is early in the morning, and people randomly choose which coffee machine to use, what is the probability that the second machine will have enough coffee to fulfill her order? You can assume that if both machines are empty, they get refilled immediately. Your answer needs to be a simplified fraction.@anytomdickandhary@naga25french@deedeedudu@krum@vijay_chandola@Zedai @scrabbler @techsurge @chillfactor @Brooklyn @sujamait @soumitrabengeri @rkshtsurana @Estallar12 @ScareCrow28 P.S : As and always requested, ek pyara sa detailed logic, coz i won't be able to provide an OA for this.
Ist, 2nd Empty, (5,4,3) Fave Empty, (5,4,3,2,1) Total P(E)=3/5 PS: If we assume that if both machines are empty, they get refilled immediately. Then second machine will never get emptied as 1st is already empty then P(E)=1. o.O
I thought both of them cannot be empty simultaneously... and considering that.. as soon as machine two becomes empty if refills again immediately (coz machine 1 is already empty) .. In such a case probability comes out to be 1.
One of the data ninjas at a reputed analyst firm goes to make coffee for herself and two colleagues. The company has two Italian coffee machines, each capable of making 5 coffees before a refill is required. The first machine she tries is empty. If it is early in the morning, and people randomly choose which coffee machine to use, what is the probability that the second machine will have enough coffee to fulfill her order? You can assume that if both machines are empty, they get refilled immediately. Your answer needs to be a simplified fraction.@anytomdickandhary@naga25french@deedeedudu@krum@vijay_chandola@Zedai @scrabbler @techsurge @chillfactor @Brooklyn @sujamait @soumitrabengeri @rkshtsurana @Estallar12 @ScareCrow28 P.S : As and always requested, ek pyara sa detailed logic, coz i won't be able to provide an OA for this.
0 kyun nahi agar both empty hain to sirf usi ko fill karega aur le jayega joki immediately ho jata hai......plz correct me if i m wrong
The machines get refilled only after both of them get empty. After Machine-1 gets empty people have to use Machine-2. If Machine-2 also gets empty then they both get refilled simultaneously.
0 kyun nahi agar both empty hain to sirf usi ko fill karega aur le jayega joki immediately ho jata hai......plz correct me if i m wrong
bhai it syas if both were empty they both would have been refilled not other wise cause then when he goes for 1st it should have been refilled
if he goes for 2nd and it was empty it implied both together empty but this is not possible as both would have been refilled on the last person filling from the second machine and not when the next person checks for coffe
Ist, 2ndEmpty, (5,4,3) FaveEmpty, (5,4,3,2,1) Total P(E)=3/5PS: If we assume that if both machines are empty, they get refilled immediately. Then second machine will never get emptied as 1st is already empty then P(E)=1. o.O
...but had it been 5 then it would have been 25 
