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A man ordered several boxes of sweets for Diwali. He gave 25% of the boxes to his friends and 80% of the remaining to his relatives. He takes 12 boxes with him and distributes the remaining boxes to the poor people. If the number of boxes distributed in poor people is 10% of the total boxes order, then how many boxes of sweets did he ordered?
Which of the following statements are true? i) practical application of XOR linked lists are in environments with limited space requirements, such as embedded devices. ii)xor lists are not suitable because most garbage collectors will fail to work properly with classes or structures that don’t contain literal pointers iii)in order to calculate the address of the next node you need to remember the address of the previous node iv)xor lists are much efficient than single, doubly linked lists and arrays
A man sells chocolates which are in the boxes. Only either full box or half a box of chocolates can be purchased from him. A customer comes and buys half the number of boxes which the seller had plus half box more. A second customer comes and purchases half the remaining number of boxes plus half a box. After this the seller is left with no chocolate boxes. How many chocolate boxes the seller had initially?
Each of the three kids gets at least one color box out of 6 color boxes, at least one tiffin box out of 6 tiffin box and at least one chocolate box out of 6 chocolate boxes so that the total number of the items that each of them gets is the same. No one gets the same number of tiffin boxes, color boxes and chocolate boxes. Then which of the following can be TRUE?
You are given a question and two statements. Decide which of the statement(s) is/are necessary/sufficient to answer the question- Question: Latika has 25 boxes of 3 sizes (small, medium, and big). How many big size boxes does he have? Statement: 1. The number of large boxes is half the number of medium-sized boxes. 2. The number of small boxes is 10.
Three statements are given followed by four conclusions numbered I, II, III and IV. Assuming that the given information is true even if it seems to be at variance from commonly known facts, state which of the given conclusions logically follows from the given statements. Statement: All boxes are tables. All tables are mats. All mats are chairs. Conclusion: I. Some chairs are boxes. II. All boxes are chairs. III. Some mats are boxes. IV. All tables are Boxes.
Five vegetable boxes containing onion, tomato, garlic, ginger and potato respectively are arranged in a horizontal rack. Tomato and ginger boxes are placed at the extreme ends of the rack. Two boxes are placed between tomato box and potato box. Onion box is placed at the right of the garlic box. Boxes of onion and tomato are not placed adjacent to each other. Which box is placed between the boxes of garlic and potato?
A total of 25 boxes are stacked one above the other and the total weight of the boxes is 225 kg. What will the average weight of the boxes be if 8 more boxes are stacked given that the weight of all the boxes are equal?
There are 5 different-colored boxes in a room each with a distinct cover. Find out the number of ways so that these covers can be put on the boxes such that none of the boxes can have right covers on it? (Assume that all the covers must be on the boxes).
A bakery sells cookies in three boxes. The three boxes contain 60, 84 and 108 number of cookies. The baker wants to sells all the cookies in any of the three boxes. The least number of cookies that he can bake, in a day, so that he is able to sell all his cookies in any of the three boxes is _______