Which values are possible rational roots of 9x^3 + 14x^2 - x + 18=0 according to the rational root theorem? select each correct answer

ANSWER
The correct answers is B and D.

EXPLANATION

According to the rational root theorem, all factors of 18 divided by all factors of 9 are possible rational roots.





Therefore option B and D are the correct answers.

Step-by-step explanation:

I understand why this was kind tough

the slope of line d is infinite  and the slope of line c is zero

so line c 's  equation looks like  y = 3  ... it's kinda  confusing but  the line is always 3  so you could pick any x value and y = 3 still.  the equation y=3 doesn't rely on x at all to answer it.    But x is part of the "frame work" that is implied.    

line d  is  x = 3   , again , y is part of the "frame work" and implied that y doesn't matter in this equations, you always have x = 3 .. or a vertical line , btw. line d does NOT pass the vertical line test , and therefore isn't a function,  so the question is wrong, that d will have an equation,  b/c there is an implication that d is a function when you say "what is the equation to line d" that is must be a function. But in this case it's not.   hm :/  food for thought