A trader supplied to a minor wheat and rice required for food. On the failure of the minor to pay, for it, the trader files a suit.
The trader

A trader supplied to a minor wheat and rice required for food. On the failure of the minor to pay, for it, the trader files a suit.
The trader Correct Answer Will get no relief since minor's agreements are void

Bissoy MCQ

Related Questions

Every month a man consumes 25 kg rice and 9 kg wheat. The price of rice is 20% of the price of wheat and thus he spends total Rs. 350 on the rice and wheat per month. If the price of wheat is increased by 20% then what is the percentage reduction of rice consumption for the same expenditure of Rs. 350? Given that the price of rice and consumption of wheat is constant :
The ratio of price of rice per kg in shops A, B and C is 10 ∶ 14 ∶ 19 and the ratio of the price of wheat per kg in shops A, B and C is 5 ∶ 8 ∶ 9 respectively. If the ratio of price of (3 kg rice + 2 kg wheat from shop A), (5 kg rice and 7 kg of wheat from shop B) and (5 kg rice from shop C and Rs. 135 worth other materials from shop B) is 2 ∶ 7 ∶ 6. What is the price of 25 kg of rice from shop A and 15 kg of wheat of shop B? (in rupees)
When the market price per kg of rice and wheat be in the ratio 3 ∶ 2. The monthly expenses of a family towards rice and wheat are in the ratio 5 ∶ 6. If the market price of rice and wheat becomes in the ratio of 4 ∶ 3, what will be the ratio of expenses toward them? (the amount of rice and wheat consumed remains unchanged) 
A family consumes, 40 kg rice & 92 kg wheat per month & spends Rs. 4500. The price of rice is 20% of the price of wheat. The price of rice is increased by 100%. If the price of wheat is constant then, find the percentage change in the consumption of wheat if it has the same amount to spend where the consumption of rice is constant.
A person bought some rice and wheat for Rs. 380. The ratio of weight of rice and wheat is 4 : 3 and the price equal amount of rice and wheat is in the ratio 5 : 6. The rice was bought of worth = ?
Anil has two varieties of rice. Cost price of 1st variety of rice is Rs. 25 per kg and he purchased 5 kg. He purchased other variety of rice at certain rate and he purchased 6 kg of rice of other variety of rice. He mixes both the rice and sold at Rs. 31 per Kg. He made no profit. At what price per Kg did he purchase the second type of rice.
A shopkeeper has 12 kg of pure rice and 6 kg of impure rice. He mixes both type of rice but 3 kg of the mixture gets spoiled. If he again mixes 3 kg of impure rice to the remaining mixture and sell mixture at a price 20% above the cost price of pure rice. Then what is actual profit or loss percentage if cost of impure rice is 50% of cost of pure rice.
A mixture of sugar, Rice and wheat in the ratio of 2 ∶ 3 ∶ 4 by volume is required. A shopkeeper wishes to measure out quantities by weight. He finds that the weight of one cubic foot of sugar is 52 kg, of rice 88 kg and of wheat 130 kg. What should be the ratio of sugar, rice, and wheat by weight in order to give a proper mixture?
A wholesale wheat seller sells 0.8 grams of wheat instead of 1 gram at a rate of Rs. 15 per kg. A retail shopkeeper purchases 100 kg wheat from the wholesale wheat seller and sells it to a small shop keeper so that he earns a profit of Rs. 100. By the time it reaches the small shopkeeper 20% of the wheat became spoilt. In order to escape from loss, how much should 1 kg of wheat be sold at?
In May, John bought the same amount of rice and the same amount of wheat as he had bought in April, but spent Rs.150 more due to price increase of rice and wheat by 20% and 12%, respectively. If John had spent Rs.450 on rice in April, then how much did he spend on wheat in May?