Factor and Show all roots

x3 +2x2 −33x=0

I'm pretty ok with factoring but I don't know how to show all roots help would be nice

I'm thinking the answer is
Factors to: x(x^2 + 2x − 33)= 0
{0,−1+√34, -1 -√34}

√= square root

Question

Factor and Show all roots

x3 +2x2 −33x=0 

I'm pretty ok with factoring but I don't know how to show all roots help would be nice 

I'm thinking the answer is 
Factors to: x(x^2 + 2x − 33)= 0 
{0,−1+√34, -1 -√34}

√= square root

anonymous · Answer

The roots is what's inside the brackets

anonymous · Answer

Hi @triciaal  I was wondering if maybe you could help me with this it's just that i understood it when you helped me last time but if you can't it's no biggie

anonymous · Answer

@Cola_161 Your answer is the correct answer.

$$x^3+2x^2-33x=0$$
$$x\cdot(x^2+2x-33)=0$$
$$\boxed{\boxed{x_1=0}}~~or~~(x^2+2x-33)=0$$$$x^2+2x-33=0$$$$\boxed{\boxed{x_2=-1+\sqrt{34}~~and~~x_2=-1-\sqrt{34}}}$$

anonymous · Answer

Thanks @D3xt3R !

anonymous · Answer

Nop, could you please vote on "Best Response" ? ;) ^_^