Write Each Quadratic Equation In Standard Form Ax Squared + Bx + C = 0 Then Identify The Values Of A B And C Answer The Question That Follow (0445+3)

write each quadratic equation in standard form ax squared + bx + c = 0 then identify the values of a b and c answer the question that follow (х+3) (х+4)=0

 

Answer: STANDARD FORM: x^2+7x+12

a=1

b=7

c=12

Step-by-step explanation:

(x+3)(x+4)=0(get the special product of (x+3)(x+4) so that you can get the standard form)

Standard form= ×^2+7x+12=0

THERE ARE THREE IMPORTANT TERM IN THE STANDARD FORM.

1. QUADRATIC TERM - IT IS WHERE THE EXPONENT IS 2 WHICH THE (X^2) IN THE STANDARD FORM

2. LINEAR TERM IS WHERE THE HIGHEST EXPONENT IS 1 WHICH IS THE (7X) IN THE STANDARD FORM

3.CONSTANT TERM IS THE 12 IN THE STANDARD FORM

a=1 b=7 c=12

we got the a because of the quadratic term.. that is equivalent to 1.

we got the b because the linear term is 7.

we got the c because the constant term is 12.

NOTE: WE DONT NEED TO PUT THE VARIABLE IN DETERMINING THE A,B,C JUST ONLY THE NUMBER.