You can use either method.Solve the following quadratic equation
^ means squared, Im not used to typing vs handwritten equations.
x^ + (a+b)x + ab = 0
I'm stuck on whether it is 'completing the square", or a factoring using the quadratic formula. Thank you.
x^2 + qx + px + pqWhat do you get if you expand (x+p)(x+q)?
Thank you.You can use either method.
Where are you stuck?
By the way:
x squared is written as x^2 ..... similarly
x cubed is written as x^3
I think I am over thinking this !!!!You can use either method.
Where are you stuck?
By the way:
x squared is written as x^2 ..... similarly
x cubed is written as x^3
(x+a) (x+b) !!!x^2 + qx + px + pq
Thank you.
As Subhotosh says you can use either method, but I suspect that it is quicker to use the quadratic formula.Solve the following quadratic equation
^ means squared, Im not used to typing vs handwritten equations.
x^ + (a+b)x + ab = 0
I'm stuck on whether it is 'completing the square", or a factoring using the quadratic formula. Thank you.
CORRECT!I think I am over thinking this !!!!
(x+a) (x+b) !!!
You want two numbers that add up to a+b and multiply out to ab. Surely a and b satisfies that!I think I am over thinking this !!!!
(x+a) (x+b) !!!