Given:
18% increase followed by a 13% decrease.
To find:
The single percentage equivalent to a 18% increase followed by a 13% decrease.
Solution:
Let a number be 100.
If it is increased by 18% then the number becomes



Then, it is decreased by 13%.



New number is 102.66.
Now, the percentage change is




Therefore, the Single percentage change is 2.66%.