A person has 3000 bananas and a camel. The person wants to transport the maximum number of bananas to a destination which is 1000 KMs away, using only the camel as a mode of transportation. The camel cannot carry more than 1000 bananas at a time and eats a banana every km it travels. What is the maximum number of bananas that can be transferred to the destination using only camel (no other mode of transportation is allowed).

There are total n number of Monkeys sitting on the branches of a huge Tree. As travelers offer Bananas and Peanuts, the Monkeys jump down the Tree. If every Monkey can eat k Bananas and j Peanuts. If total m number of Bananas and p number of Peanuts are offered by travelers, calculate how many Monkeys remain on the Tree after some of them jumped down to eat. At a time one Monkeys gets down and finishes eating and go to the other side of the road. The Monkey who climbed down does not climb up again after eating until the other Monkeys finish eating.Monkey can either eat k Bananas or j Peanuts. If for last Monkey there are less than k Bananas left on the ground or less than j Peanuts left on the ground, only that Monkey can eat Bananas(<k) along with the Peanuts(<j).Write code to take inputs as n, m, p, k, j and return  the number of Monkeys left on the Tree.    Where, n= Total no of Monkeys        k= Number of eatable Bananas by Single Monkey (Monkey that jumped down last may get less than k Bananas)        j = Number of eatable Peanuts by single Monkey(Monkey that jumped down last may get less than j Peanuts)        m = Total number of Bananas        p  = Total number of PeanutsRemember that the Monkeys always eat Bananas and Peanuts, so there is no possibility of k and j having a value zero

Question No 65.By giving 2 bananas free with every 5 apples bought, a shopkeeper makes a profit of 25%. However, by giving 5 bananas free with every 2 apples bought, he suffers a loss of 25%. What is the maximum number of bananas he can give away with 8 apples and still make a profit?

The maximum carrying capacity of a camel is   pounds. Which of the following inequalities correctly models  , the number of  -pound humans, and  , the number of  -pound packs the camel can carry?

A person who has a certain amount with him goes to the market. He can buy 50 oranges or 40 mangoes with this amount. He retains 10% of the amount for taxi fare and buys 20 mangoes and of the balance he purchases oranges. The number of oranges he can purchase is?

A man covers 215 of the total journey by train, 920 by bus and the remaining 10 km on foot. His total journey (in km) is?