Mathematics: Which equation below describes a parabola with a directrix equals three and focus at -3, -3 A. (y+3)^2=12x B. X^2=-12(y+3) C. (X-3)^2=-12(y+3) D. (Y+3)^2= -12x

Which equation below describes a parabola with a

Ответ:

sherlock19

17.05.2021

Mathematics

Answer : a
step by step :

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Ответ:

rd1369

16.12.2021

Mathematics

It is -4 :)

Step-by-step explanation:

I just did this lol

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Which equation below describes a parabola with a directrix equals three and focus at -3, -3 A. (y+3)^2=12x
B. X^2=-12(y+3)
C. (X-3)^2=-12(y+3)
D. (Y+3)^2= -12x

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Which equation below describes a parabola with a directrix equals three and focus at -3, -3￼ A. (y+3)^2=12x B. X^2=-12(y+3) C. (X-3)^2=-12(y+3) D. (Y+3)^2= -12x

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Which equation below describes a parabola with a directrix equals three and focus at -3, -3 A. (y+3)^2=12x
B. X^2=-12(y+3)
C. (X-3)^2=-12(y+3)
D. (Y+3)^2= -12x