- #1
Swetasuria
- 48
- 0
What I have learned in school is that differentiation and integration are opposites.
By integrating a function we find the area under the graph. So, integration gives us the area. Differntiation gives slope of the function.
If I am right by saying differentiation and integration are opposites, then is area under the graph the opposite of the slope of the graph?
By integrating a function we find the area under the graph. So, integration gives us the area. Differntiation gives slope of the function.
If I am right by saying differentiation and integration are opposites, then is area under the graph the opposite of the slope of the graph?