Playing with Graphs - 7

Calculus Level 5

You are given the function :

\( f (x) = \max ( e^x , x^2 , x^4 )\)

The number of points where the function is non - differentiable is \(A\)

The number of points where the function is non - continuous is \(B\)

The number of zeroes of the function is \(C\)

Enter your answer as \( A + [\frac{B}{2}] + 2√óC \)

, where [ ] represents greatest integer function.


Wanna play with Graphs ? Try more by clicking here
×

Problem Loading...

Note Loading...

Set Loading...