Question

Which property tells you that if 2x(x-50)=0, then the solutions are going to be x=0 and x=50

Answer 1

Answer:

Zero Product Property

Step-by-step explanation:

According to the zero product property,

If $A\times B=0$, then either;

$A=0$

Or

$B=0$

So that the product;

$0\times B=0$ or $A\times 0=0$ holds.

So if we have

$2x(x-50)=0$

Then we can apply the zero product principle, to obtain

$2x=0,x-50=0$

$\Rightarrow x=0,x=50$