Can someone turn the equation

f(x)=-1.91x^2-9.55x-7.64

from standard form into general form of a quadratic equation?

Question

Can someone turn the equation 

f(x)=-1.91x^2-9.55x-7.64

from standard form into general form of a quadratic equation?

anonymous · Answer

Looks like a quadratic to me.  The highest power of x is 2.
And it can be factored.
-1.91x^2-9.55x-7.64 = -1.91 (1.+1. x) (4.+1. x)

anonymous · Answer

is that general form?

anonymous · Answer

@iambatman @IMStuck @Nurali @Hero @ganeshie8 @Conqueror @campbell_st

campbell_st · Answer

the general form of a quadratic equation is 

$$y = ax^2 + bx + c...or.... f(x) = ax^2 + bx + c$$

your equation is in general form 

a = -1.91    b = -9.55  and c = 7.64

anonymous · Answer

then what is standard form

campbell_st · Answer

you're equation already is in standard form....

campbell_st · Answer

there is a standard vertex form....

anonymous · Answer

what would that be @campbell_st

anonymous · Answer

can someone turn the equation into
$$y=a(x-h)^2+k$$

anonymous · Answer

@iGreen @Compassionate @ganeshie8 @IMStuck @thomaster @phi