SOLUTION: Solve the following quadratic equations by factoring or by any of the techniques of this chapter. Explain why you chose one method over the other for each problem. {{{x^2-9x-4=6

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Question 74853This question is from textbook Beginning Algebra
: Solve the following quadratic equations by factoring or by any of the techniques of this chapter. Explain why you chose one method over the other for each problem.

The answer I got for this one is




x=,
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
:
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=,x=
x=10,x=-1
Is this correct. I am not sure which method I used and why I would use this particular method over another and need some help with that.Thanks (Sorry this is so long I don't like to do this because of that, but I wanted you to see my work on this one.)
This question is from textbook Beginning Algebra

Answer by jim_thompson5910(35256)   (Show Source): You can put this solution on YOUR website!
You've got it. Not the route I would take, but it gets you to the answer nonetheless. I would've factored the left side to easily solve for x.

What 2 numbers multiply to -10 and add to -9. They are -10 and 1
Factor the left side
Set each factor equal to 0
There's one answer

There's the other answer
So x=-1 or x=10
But if it works for you then you should stick with it.

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