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by selling a horse for 450 a man loses 1/10 of it's cost price.find the cost price of the horse
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Most Upvoted Answer
by selling a horse for 450 a man loses 1/10 of it's cost price.find th...
Solution:
Given, selling price of horse = Rs. 450
Loss = 1/10 of cost price
Let the cost price of the horse be x.
According to the given condition:
Loss = (1/10)x
Selling price of the horse = Cost price - Loss
450 = x - (1/10)x
450 = (9/10)x
x = (450*10)/9
Cost price of the horse = Rs. 500
Therefore, the cost price of the horse is Rs. 500.
Explanation:
To solve this problem, we need to use the formula:
Selling price = Cost price - Loss
We are given that the selling price of the horse is Rs. 450 and the loss is 1/10 of the cost price. Let's assume the cost price of the horse to be x. Then, the loss can be calculated as (1/10)x. Substituting these values in the above formula, we get:
450 = x - (1/10)x
Simplifying the above equation, we get:
450 = (9/10)x
Multiplying both sides by 10/9, we get:
500 = x
Therefore, the cost price of the horse is Rs. 500.
Given, selling price of horse = Rs. 450
Loss = 1/10 of cost price
Let the cost price of the horse be x.
According to the given condition:
Loss = (1/10)x
Selling price of the horse = Cost price - Loss
450 = x - (1/10)x
450 = (9/10)x
x = (450*10)/9
Cost price of the horse = Rs. 500
Therefore, the cost price of the horse is Rs. 500.
Explanation:
To solve this problem, we need to use the formula:
Selling price = Cost price - Loss
We are given that the selling price of the horse is Rs. 450 and the loss is 1/10 of the cost price. Let's assume the cost price of the horse to be x. Then, the loss can be calculated as (1/10)x. Substituting these values in the above formula, we get:
450 = x - (1/10)x
Simplifying the above equation, we get:
450 = (9/10)x
Multiplying both sides by 10/9, we get:
500 = x
Therefore, the cost price of the horse is Rs. 500.
Community Answer
by selling a horse for 450 a man loses 1/10 of it's cost price.find th...
500
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