Question

when a shirt which costs ₹300 is sold for ₹260?​

Answer 1

Step-by-step explanation:

loss =40rupees

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Answer 2

$\bold\Solution$

➤ Given :-

Cost price (CP) :- ₹ 300

Selling price (SP) :- ₹ 260

➤ To Find :-

Gain or loss percentage of the shirt

➤ Formula required :-

\large \tt \orange{\boxed { \gray { \tt loss \div cp \times 100} }}

loss÷cp×100

➤ Solution :-

Loss :-

\tt \to 300 - 260→300−260

\to \tt40→40

Loss percentage :-

\to \tt \dfrac{40}{300} \times 100→

300

40

×100

\to \tt \dfrac{40}{ \cancel {300}} \times \cancel{100} = \dfrac{40}{3}→

300

40

×

100

=

3

40

\tt \to13. 33\bf\%→13.33%

\Huge\therefore∴ The loss percentage of the shirt is 13.33\bf\%%

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\dashrightarrow⇢ Some related formulas :-

Loss = {\boxed{\tt CP-SP}}

CP−SP

Profit = {\boxed{\tt SP-CP}}

SP−CP

Loss percentage = {\boxed{\tt Loss \div CP \times 100}}

Loss÷CP×100

Profit percentage = {\boxed{\tt Profit÷CP \times 100}}

Profit÷CP×100