A fruit seller buys some oranges at a rate of 4 fir rs 10 and an equal numbers of more at 5 for 10rs. He sells the whole lot at 9 for rs 20. What is the gain or loss percentage?
Answers
Answer:
Fruits are sold for a marginal LOSS of 2.7777
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10Each Fruit costs Rs (10/4) = Rs 2.5 Ps
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10Each Fruit costs Rs (10/4) = Rs 2.5 Ps5 Fruits are bought for Rs 10
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10Each Fruit costs Rs (10/4) = Rs 2.5 Ps5 Fruits are bought for Rs 10Each Fruit costs Rs (10/5) = Rs 2.00 Ps
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10Each Fruit costs Rs (10/4) = Rs 2.5 Ps5 Fruits are bought for Rs 10Each Fruit costs Rs (10/5) = Rs 2.00 PsAverage buying cost of each fruit is Rs [ ( 2.5 + 2.0)/2] = Rs (4.5/2) = Rs 2.25 Ps
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10Each Fruit costs Rs (10/4) = Rs 2.5 Ps5 Fruits are bought for Rs 10Each Fruit costs Rs (10/5) = Rs 2.00 PsAverage buying cost of each fruit is Rs [ ( 2.5 + 2.0)/2] = Rs (4.5/2) = Rs 2.25 PsAs all 2 X number of fruits sold 9 numbers per Rs 20 each fruit sold at the cost of Rs (20/9)= Rs 2.22222
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10Each Fruit costs Rs (10/4) = Rs 2.5 Ps5 Fruits are bought for Rs 10Each Fruit costs Rs (10/5) = Rs 2.00 PsAverage buying cost of each fruit is Rs [ ( 2.5 + 2.0)/2] = Rs (4.5/2) = Rs 2.25 PsAs all 2 X number of fruits sold 9 numbers per Rs 20 each fruit sold at the cost of Rs (20/9)= Rs 2.22222Hence Loss per a single fruit is Rs (2.25 - 2.22) = Rs 0.0277777 Ps or
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10Each Fruit costs Rs (10/4) = Rs 2.5 Ps5 Fruits are bought for Rs 10Each Fruit costs Rs (10/5) = Rs 2.00 PsAverage buying cost of each fruit is Rs [ ( 2.5 + 2.0)/2] = Rs (4.5/2) = Rs 2.25 PsAs all 2 X number of fruits sold 9 numbers per Rs 20 each fruit sold at the cost of Rs (20/9)= Rs 2.22222Hence Loss per a single fruit is Rs (2.25 - 2.22) = Rs 0.0277777 Ps oran amount of Rs 2.7777 is loss for a transaction of 100 fruits
Fruits are sold for a marginal LOSS of 2.77774 Fruits are bought for Rs 10Each Fruit costs Rs (10/4) = Rs 2.5 Ps5 Fruits are bought for Rs 10Each Fruit costs Rs (10/5) = Rs 2.00 PsAverage buying cost of each fruit is Rs [ ( 2.5 + 2.0)/2] = Rs (4.5/2) = Rs 2.25 PsAs all 2 X number of fruits sold 9 numbers per Rs 20 each fruit sold at the cost of Rs (20/9)= Rs 2.22222Hence Loss per a single fruit is Rs (2.25 - 2.22) = Rs 0.0277777 Ps oran amount of Rs 2.7777 is loss for a transaction of 100 fruitsor Loss is 2.7777 %
Verification:
Verification:For ease of calculations it is assumed 180 numbers of each type are purchased
Verification:For ease of calculations it is assumed 180 numbers of each type are purchasedFirst type fruits cost is (180/4) x Rs 10 = 45 x Rs 10 = Rs 450
Verification:For ease of calculations it is assumed 180 numbers of each type are purchasedFirst type fruits cost is (180/4) x Rs 10 = 45 x Rs 10 = Rs 450Second type fruits cost is (180/5) x Rs 10 = 36 x Rs 10 = Rs 360
Verification:For ease of calculations it is assumed 180 numbers of each type are purchasedFirst type fruits cost is (180/4) x Rs 10 = 45 x Rs 10 = Rs 450Second type fruits cost is (180/5) x Rs 10 = 36 x Rs 10 = Rs 360Total buying cost of 360 Fruits is Rs (450 + 360) = Rs 810
Verification:For ease of calculations it is assumed 180 numbers of each type are purchasedFirst type fruits cost is (180/4) x Rs 10 = 45 x Rs 10 = Rs 450Second type fruits cost is (180/5) x Rs 10 = 36 x Rs 10 = Rs 360Total buying cost of 360 Fruits is Rs (450 + 360) = Rs 810Selling price of 360 fruits at the rate of 9 per Rs 20 equal to (360/9) x Rs 20 or 40 x Rs 20 = 800
Verification:For ease of calculations it is assumed 180 numbers of each type are purchasedFirst type fruits cost is (180/4) x Rs 10 = 45 x Rs 10 = Rs 450Second type fruits cost is (180/5) x Rs 10 = 36 x Rs 10 = Rs 360Total buying cost of 360 Fruits is Rs (450 + 360) = Rs 810Selling price of 360 fruits at the rate of 9 per Rs 20 equal to (360/9) x Rs 20 or 40 x Rs 20 = 800Hence the loss is Rs (810 - 800) = Rs 10
Verification:For ease of calculations it is assumed 180 numbers of each type are purchasedFirst type fruits cost is (180/4) x Rs 10 = 45 x Rs 10 = Rs 450Second type fruits cost is (180/5) x Rs 10 = 36 x Rs 10 = Rs 360Total buying cost of 360 Fruits is Rs (450 + 360) = Rs 810Selling price of 360 fruits at the rate of 9 per Rs 20 equal to (360/9) x Rs 20 or 40 x Rs 20 = 800Hence the loss is Rs (810 - 800) = Rs 10Or Percent of Loss a transaction of Rs 360 is [(10/360) x 100] = (0.0277777) x 100 = 2.7777
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