Question

Seema bought two wallets in 2100. She sold one at 5% profit and another at 4% loss. After this she found that she got no profit no loss. Find the individual cost of each wallet.

Pls tell it step by step pls​

Answer 1

${ \huge{ \boxed{ \bf{\underline{ \red{Answer}}}}}} : -$

Since we have given that

Cost price = Rs. 2100

Let cost price of 5% profit be 'x'.

Let cost price of 4% loss be '2100-x'.

• Profit % = 5%

• Loss % = 4%

After this she found that she got no profit no loss .

$\frac{5}{100} \times x \: = \frac{4}{100} \times (2100 - x)$

$\frac{5}{100} x \: = \: \frac{4}{100} (2100 - x)$

0.05x = 0.04 ( 2100 - x)

0.05x = 84 - 0.04 x

0.05x + 0.04x = 84

0.09x = 84

$x \: = \: \frac{84}{0.09}$

$x \: = \: 933.33$

Answer 2

Answer:

Rs. 933.33.

Step-by-step explanation:

Since we have given that

Cost price = Rs. 2100

Let cost price of 5% profit be 'x'.

Let cost price of 4% loss be '2100-x'.

Profit % = 5%

Loss % = 4%

After this she found that she got no profit no loss .

$\begin{gathered}\dfrac{5}{100}\times x=\dfrac{4}{100}\times (2100-x)\\\dfrac{5}{100}x=\dfrac{4}{100}(2100-x)\\\\0.05x=0.04(2100-x)\\\\0.05x=84-0.04x\\\\0.05x+0.04x=84\\\\0.09x=84\\\\x=\dfrac{84}{0.09}\\\\x=933.33\end{gathered}$

Hence, the cost price of each is Rs. 933.33.

#learn more:

Seema brought to wallets in Rupees 2100 she sold one at 5% profit and another at 4% loss after this she found that she got no profit no loss find the individual cost of each wallet

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