Let the amount of money which Chameli had in the beginning be \(x\).
It is given that after spending \(75\) % of Rs \(x\), she was left with Rs \(600\).
Therefore,
\((100 - 75)\) % of \(x\) = Rs \(600\)
Or, \(25\) % of \(x\) = Rs \(600\)
\(\frac{25}{100} × x\) = Rs \(600\)
\(x\) = Rs \(\bigg(600 × \frac{100}{25}\bigg)\) = Rs \(2400\)
Thus, she had Rs \(2400\) in the beginning.
If the price of a commodity increases by 25%, by what percentage should the consumption be reduced to keep the expenditure the same?
A shopkeeper marks his goods 40% above cost price and offers a 10% discount. What is his percentage profit?
A company produces two articles, A and B. The per unit price of A is 25% less than the per unit price of B. By what percent is the sales (units) of A more than the sales of B if the revenue earned from A is 1.5 times the total revenue earned from B?
