Question

gcf of 6s^3 t^2 and 16st^4

Answer 1

2st^2 is the gcf

Answer 2

Just look for what's common to both....to find the gcf

Answer 3

Im doing that but some dont come out right. what about 18p^3 q^2,8pq^3 and 20pq^3

Answer 4

2pq^2

Answer 5

Can you help me with this equation x(2x-10)(2x+10)=0

Answer 6

What do you have to do? Find x

Answer 7

Yes

Answer 8

Okay, so you just simply treat each separately abc = 0....
If abc = 0, and one of the variables equal zero, then they will all equal zero...
so we have to find the possible solutions for each

x = 0
2x -10 = 0
2x + 10 = 0

Then solve for x for each

Answer 9

so it would be 0,5.-5.

Answer 10

Yes

Answer 11

Would 6e(e+5)=0
would the answer be 0,-5?

Answer 12

yes

Answer 13

Thanks