If the price of the comodity is increased or decreased by r% then reduction in the consuption so as not to increase the expenditure :
(r |
100+ r |
solution:
increase in consuption :
10 |
100 - 10 |
Example 2: If A's salary is 25% more than B then how much percent the B's salary is less than that of A.
Solution:
B's salary is less than that of A :
25 |
100+ 25 |
Example 3:
If A's salary is 30% less than that of B then how much percent is B's salary is more than that of A
Solution:
x 100 = 42%
B's salary is more than that of A:
30 |
100 - 30 |
Example 4:
x 100 = 300/13%
If the price of petrol is increased by 30 percent, by how much petrol a car owner must reduce his consumption in order to maintain the same budget.
Solution:
reduction in consumption :
30 |
100 + 30 |