Question

Mohan had to sell a saree for ₹1700, for which he had paid ₹2000 when he purchased it. What is his loss %?

Answer 1

Step-by-step explanation:

$\huge\underline\red\pink\underline\bold{Answer: - }$

$The \: price \: in \: which \: Mohan \: had \: to \: see \: this \: saree \: = \: ₹1700 \\ The \: price \: in \: which \: he \: had \: brought \: this \: saree \: =₹ 2000 \\ So, \: lose \: = > ₹ \: (2000 - 1700) \\ = ₹300 \\ lose \%= > \frac{300}{2000} \times 100\\\ = > 15(ans)$

$\underline\red{Important \: points \: to \: be \: noted:-}$

$Loss = > (CP - SP) \\ Loss\% = > \frac{Loss}{CP} \times 100$

$\huge\underline\red{ Done \: by \: Aritra \: kar}$

Answer 2

Answer:

15%

Step-by-step explanation:

Given:

Selling Price = Rs.1700

Cost Price = Rs.2000

To Find:

Loss % = $\frac{cost.price - selling.price}{cost. price}$ x 100%

Loss% = $\frac{2000 - 1700}{2000}$ x 100%

           = $\frac{300}{2000}$ x 100

           = 15%

Solution:

Therefore, the loss percentage = 15%

               

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