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Factor polynomial 5*x^3-x^48+x^300

An expression to simplify:

The solution

You have entered [src]
   3    48    300
5*x  - x   + x   
$$x^{300} + \left(- x^{48} + 5 x^{3}\right)$$
5*x^3 - x^48 + x^300
General simplification [src]
 3 /     297    45\
x *\5 + x    - x  /
$$x^{3} \left(x^{297} - x^{45} + 5\right)$$
x^3*(5 + x^297 - x^45)
Assemble expression [src]
 300    48      3
x    - x   + 5*x 
$$x^{300} - x^{48} + 5 x^{3}$$
x^300 - x^48 + 5*x^3
Common denominator [src]
 300    48      3
x    - x   + 5*x 
$$x^{300} - x^{48} + 5 x^{3}$$
x^300 - x^48 + 5*x^3
Trigonometric part [src]
 300    48      3
x    - x   + 5*x 
$$x^{300} - x^{48} + 5 x^{3}$$
x^300 - x^48 + 5*x^3
Numerical answer [src]
x^300 - x^48 + 5.0*x^3
x^300 - x^48 + 5.0*x^3
Rational denominator [src]
 300    48      3
x    - x   + 5*x 
$$x^{300} - x^{48} + 5 x^{3}$$
x^300 - x^48 + 5*x^3
Combining rational expressions [src]
 3 /     297    45\
x *\5 + x    - x  /
$$x^{3} \left(x^{297} - x^{45} + 5\right)$$
x^3*(5 + x^297 - x^45)
Powers [src]
 300    48      3
x    - x   + 5*x 
$$x^{300} - x^{48} + 5 x^{3}$$
x^300 - x^48 + 5*x^3
Combinatorics [src]
 3 /     297    45\
x *\5 + x    - x  /
$$x^{3} \left(x^{297} - x^{45} + 5\right)$$
x^3*(5 + x^297 - x^45)