How do you solve this problem P^2+6p=?????

Question

Solve the following quadratic equations:

p2 + 6p = 0

what is the answer???..plz tell me if u kno

Answer 1

p^2 + 6p = 0

p^2 = -6p     subtract 6p from both sides or the eqution

p = -6      divide both sides of the eqation by p

answers- -6 and zero

Answer 2

The equation is:

p² + 6p = 0

p(p+6) = 0

Hence eithr p = 0 Or p+6 = 0 => p = -6

Answer: p = 0 or -6

AJM

Answer 3

Here is how you solve it. Factor out a P.

P^2 + 6P = 0

P(P+6) = 0, therefore,

P=0 or P = -6

Answer 4

p2+6p=0

so take one common p outside

p(p+6)=0

so p=0 or p+6=0 i.e p=-6

                    

Answer 5

    P^2+6p=0  =>   P(P+6)=0  =>   P=0

                                                  P=-6

Answer 6

after factorization it is found that p2+p=0 becomes p(p+6)=0  thas means either p=0 or p+6 =0 this implies that p=o & p = -6

Answer 7

I find so many such simple math questions and C programs being asked..

I doubt that some students post their homework questions here and trying to get the answers easily..

anyways, for your question, roots are 0 and -6 as the answers explain above

Answer 8

p^2 + 6p=0,then p(p+6)=0,p=0 or p+6=0,p=-6

Answer 9

would you like the roots?

if you want that, then (p(p+6))

meaning the roots are -6 and 0

Answer 10

well it really is already solved but if you are trying to find the zeros it would be p(p+6) and the zeros would be 0 and -6

Answer 11

Easiest thing to do is factor.  Pull out the common pieces.

p is in both pieces so we have

p(p + 6)

Now, we have to have each peice equal to 0.

p = 0 (this one is solved)

p + 6 = 0

Subtract 6 from both sides to get

p = -6.

Out two solutions are p = 0 or p = -6

Answer 12

I agree with these answers given before: 2,3,4,5,6,8,910,11.

Answer 13

p(p+6)=0

that is 'either p=0 or p=-6

Answer 14

you need to isolate P.

they usually have one person stalls to isolate P.  

Answer 15

p=0,p= -6.