Mister Exam

Factor polynomial c^3-16*c

An expression to simplify:

The solution

You have entered [src]
 3       
c  - 16*c
$$c^{3} - 16 c$$
c^3 - 16*c
General simplification [src]
  /       2\
c*\-16 + c /
$$c \left(c^{2} - 16\right)$$
c*(-16 + c^2)
Factorization [src]
(c + 4)*c*(c - 4)
$$c \left(c + 4\right) \left(c - 4\right)$$
((c + 4)*c)*(c - 4)
Combinatorics [src]
c*(-4 + c)*(4 + c)
$$c \left(c - 4\right) \left(c + 4\right)$$
c*(-4 + c)*(4 + c)
Numerical answer [src]
c^3 - 16.0*c
c^3 - 16.0*c
Combining rational expressions [src]
  /       2\
c*\-16 + c /
$$c \left(c^{2} - 16\right)$$
c*(-16 + c^2)