Question

Solve the equation using the Zero-Product Property. -9n(5n-5)=0

Answer 1

answers:
a. -1/9, 1
b. 0, 1
c. -1/9, -1
d. 0, -1

Answer 2

the zero product property states that in the case that we have\[ab=0\]we know that either \(a=0,~b=0\) or both
so what are \(a\) and \(b\) in your case ?

Answer 3

so it would be "A" correct?

Answer 4

how do you figure it's a ?

Answer 5

because it makes the most sense in the equation...?

Answer 6

not to me
if you want to make real sense of it I suggest you try answering my earlier Q

Answer 7

your question didnt make sense

Answer 8

reread my first post about what the zero factor property is, then look at what I'm about to draw....

Answer 9

so my question what:
what are \(a\) and \(b\) in this case?