Mister Exam

Derivative of 6^x

Function f() - derivative -N order at the point
v

The graph:

from to

Piecewise:

The solution

You have entered [src]
 x
6 
6x6^{x}
6^x
Detail solution
  1. ddx6x=6xlog(6)\frac{d}{d x} 6^{x} = 6^{x} \log{\left(6 \right)}


The answer is:

6xlog(6)6^{x} \log{\left(6 \right)}

The graph
02468-8-6-4-2-10100200000000
The first derivative [src]
 x       
6 *log(6)
6xlog(6)6^{x} \log{\left(6 \right)}
The second derivative [src]
 x    2   
6 *log (6)
6xlog(6)26^{x} \log{\left(6 \right)}^{2}
The third derivative [src]
 x    3   
6 *log (6)
6xlog(6)36^{x} \log{\left(6 \right)}^{3}
The graph
Derivative of 6^x