Two horses and a carriage together cost Rs. 1305. If
the cost of the carriage is Rs. 347 less than the cost
of the horses, find the cost of carriage and horses
separately.
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Answer:
Xmarty Adi...
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Step-by-step explanation:
Let the cost of both horse be x.
Then cost of carriage = x - 347
Given, x + x - 347 = 1305
= 2x = 1652
= x = 826
Cost of Carriage = 826 -347
= 479
Cost of one horse = 413
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