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Five cakes in a shop are placed in a row on a shelf. Cake T is to the immediate left of Cake R and to the immediate right of Cake U. Cake M is to the right of Cake R. Cake B is the neighbour of Cake R and Cake M. Which cake is placed in the middle of the shelf?
Study the given pie chart and answer the question that follows. The given chart represents the percentage-wise distribution of the total number of vanilla cakes and chocolate cakes sold on each day of the week. The total number of cakes sold in a week = 10500. If the ratio of vanilla cakes sold to chocolate cakes sold on Wednesday is 13 ∶ 8, then how many vanilla cakes are sold on that day?
Nine individuals - Z, Y, X, W, V, U, T, S and R - are the only candidates, who can serve on three committees-K1, K2 and K3, and each candidate should serve on exactly one of the committees. Committee K1 should consist of exactly one member more than committee K2. It is possible that there are no members in committee K3. Among Z, Y and X none can serve on committee 10. Among W, V and U none can serve on committee K2. Among T, S and R none can serve on committee K3. In case committee K2 is served by T and Z only, how many of the nine individuals should serve on committee K3?  Of the nine individuals, the largest number that can serve together on committee K3 is:
A man buys 3 type-I cakes and 6 type-II cakes for Rs. 900. He sells type-I cakes at a profit of 15% and type-II cakes at a loss of 10%. If his overall profit isRs.30, the cost price (in Rs.) of a type-I and of a type-II cakes is
Helpers are needed to prepare for the fete. Each helper can make either 2 large cakes or 35 small cakes per hour. The kitchen is available for 3 hours and 20 large cakes and 700 small cakes are needed. How many helpers are required?
One baker can bake either 2 large cakes or 35 small cakes per hour. How many bakers are needed to bake 20 large cakes and 700 small cakes in 3 hours?
One baker can beke either 2 large cakes or 35 small cakes per hour. How many bakers are needed to bake 20 large cakes and 700 small cakes in 3 hours?
Nine individuals - Z, Y, X, W, V, U, T, S and R - are the only candidates, who can serve on three committees-K1, K2 and K3, and each candidate should serve on exactly one of the committees. Committee K1 should consist of exactly one member more than committee K2. It is possible that there are no members in committee K3. Among Z, Y and X none can serve on committee 10. Among W, V and U none can serve on committee K2. Among T, S and R none can serve on committee K3. In case committee K2 is served by T and Z only, how many of the nine individuals should serve on committee K3? 
In a cake shop, there are cakes of three different flavors, chocolate, vanilla, and strawberry. Total cakes in the shop are 45 out of which 25 have exactly one flavor and 8 have both chocolates and vanilla, then how many strawberry cakes have exactly one more flavor?
The following statements are followed by two conclusions. and II are given. You have to take the statements to be true even if they seem to be at variance from commonly known facts. And on the basis of that decide which of the conclusions logically follow from the given statements. Statement: (1) No cake is pie. (2) All cakes are creams. (3) Some creams are sour. Conclusion: I. All cakes are sour. II. Some cakes are sour.