Advertisements
Advertisements
Question
In the new budget, the price of petrol rose by 10%. By how much percent must one reduce the consumption so that the expenditure does not increase?
Solution
We have to reduce the consumption such that the expenditure does not increase.
For this, we use the following formula:
\[\left( \frac{r}{r + 100} \right) \times 100,\text{ where r = percentage rise in the price of the commodity }\]
\[ \therefore\text{ Percentage reduction in the consumption }= \left( \frac{10}{10 + 100} \right) \times 100 = \left( \frac{10}{110} \right) \times 100 ( \because r = 10 \% )\]
\[ = 9\frac{1}{11}\]
APPEARS IN
RELATED QUESTIONS
Express the following as decimal fractions:
7.5%
If 14% of a number is 315; find the number.
A man bought a certain number of oranges; out of which 13 percent were found rotten. He gave 75% of the remaining in charity and still has 522 oranges left. Find how many had he bought?
In a combined test in English and Physics; 36% candidates failed in English; 28% failed in Physics and 12% in both; find:
the total number of candidates appeared, if 208 candidates have failed.
Find the resulting quantity when there is a 2.5% increase in the salary of ₹ 62,500.
A tank can hold 50 litres of water. At present, it is only 30% full. How many litres of water shall I put into the tank so that it becomes 50% full?
In an election, there are a total of 80,000 voters and two candidates, A and B. 80% of the voters go to the polls out of which 60% vote for A. How many votes does B get.
By weight, 90% of tomato and 78% of potato is water. Find the weight of potato which contains 39 kg of water.
Mrs. Sharma went to the market with ₹ 800 in her purse. When she returned to her home, ₹ 240 was still left in her purse. What percent of her money did she spend in the market?
Evaluate:
70% of 70 + 90% of 90 – 120% of 120.