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25 bags of wheat, each weighing 50 kg. cost ₹ 10000. Find the cost of 35 bags of wheat each weighing 40 kg.

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To solve the problem step by step, we will follow the calculations as described in the video transcript. ### Step 1: Calculate the total weight of 25 bags of wheat. - Each bag weighs 50 kg. - Total weight = Number of bags × Weight of each bag - Total weight = 25 bags × 50 kg/bag = 1250 kg ### Step 2: Calculate the total weight of 35 bags of wheat. - Each bag weighs 40 kg. - Total weight = Number of bags × Weight of each bag - Total weight = 35 bags × 40 kg/bag = 1400 kg ### Step 3: Calculate the cost of 1 kg of wheat. - The total cost of 25 bags is ₹10,000. - To find the cost of 1 kg of wheat, we divide the total cost by the total weight of the 25 bags. - Cost of 1 kg of wheat = Total cost / Total weight - Cost of 1 kg of wheat = ₹10,000 / 1250 kg = ₹8/kg ### Step 4: Calculate the cost of 35 bags of wheat. - Now that we know the cost of 1 kg of wheat, we can find the cost of 35 bags. - Cost of 35 bags = Cost of 1 kg × Total weight of 35 bags - Cost of 35 bags = ₹8/kg × 1400 kg = ₹11,200 ### Final Answer: The cost of 35 bags of wheat, each weighing 40 kg, is ₹11,200. ---
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RS AGGARWAL-RATIO, PROPORTION AND UNITARY METHOD-TEST PAPER-10
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  4. Divide "Rs. 1400 among A, B and C in the ratio 2:3:5.

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  5. Prove that (5:6) > (3:4).

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  15. If 4:5:: x:45, then the value of x is

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  16. If a, b, c are in proportion, then

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  19. Fill in the blanks a. (14)/(21)= (square)/(3)= (6)/(square) b. 90...

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