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The cost price of a shirt and a pair of trousers is ₹ 473. If the shirt costs 15% more than the trousers, find the cost price of the trouser.
  • a)
    ₹ 243
  • b)
    ₹ 253
  • c)
    ₹ 210
  • d)
    ₹ 220
Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
The cost price of a shirt and a pair of trousers is 473. If the shirt...
Given:
The cost price of a shirt and a pair of trousers is 473.
The shirt costs 15% more than the trousers.

To find:
The cost price of the trouser.

Solution:
Let the cost price of the trousers be x.
Then, the cost price of the shirt = x + 15% of x = x + 0.15x = 1.15x

According to the question,
x + 1.15x = 473
2.15x = 473
x = 473/2.15
x = 220

Therefore, the cost price of the trouser is Rs. 220 (Option D).

Note:
Here, we can also solve the equation by assuming the cost price of the trousers to be y and then finding the cost price of the shirt using the given 15% more cost price. Then, we can add both the cost prices to get the equation as y + 1.15y = 473 and solve it to get the value of y.
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Community Answer
The cost price of a shirt and a pair of trousers is 473. If the shirt...
Solve using options. Option (d) gives you ₹ 220 as the cost of the trouser. Hence, the shirt will cost 15%
more i.e. 220 + 22 + 11 = 253.
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The cost price of a shirt and a pair of trousers is 473. If the shirt costs 15% more than the trousers, find the cost price of the trouser.a) 243b) 253c) 210d) 220Correct answer is option 'D'. Can you explain this answer?
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