Some quadratic equations are factorable and can be solve easily by factoring. The following steps can be followed using the Factoring method:
Answer:
#Transform the quadratic equation into standard from if necessary#
Example: x²+12=7x
x²-7x+12=0 (Use the Standard form ax²+bx+c=0)
(x-4) (x-3)=0 (USE FOIL METHOD)
F → (x) (x)=x²
O → (x) (-3)=-3x
I → (-4) (x)=-4x
L → (-4) (-3)=12
x²-3x-4x+12=0 (Form it to become FOIL METHOD and Combine Like terms)
x²-7x+12=0
(x-4) (x-3)=0
(x-4)=0 (x-3)=0 (Zero Property)
x=4 and x=3 (If It is a negative number, then results will become positive roots) (Note: If it is positive integers from the zero property, the answer will be results as negative roots)
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