Which equation(s) represent(s) the graph above?
I. `y=(x+2)(x^(2)-4x-12)`
II. `y=(x-3)(x^(2)+x-2)`
III. `y=(x-1)(x^(2)-5x-6)`

Draw the graphs of (i) y=x^(2)(x-1)|x-2| (ii) y=x^(3)(x-1)|x-2|

Draw the graphs of (i) y=x^(2)(x-1)|x-2| (ii) y=x^(3)(x-1)|x-2|

Draw the graphs of (i) y=x^(2)(x-1)|x-2| (ii) y=x^(3)(x-1)|x-2|

Draw the graphs of (i) y=x^(2)(x-1)|x-2| (ii) y=x^(3)(x-1)|x-2|

Which of the following are the equations of lines that are asymptotes of the graph of y = (x^(2)-64)/((3x+4)(x-5)) ? I. x=-8 II. X = 5 III. y = (1)/(3)

Which of the following equations have same graphs. I. y = x - 2 II. y = (x^(2) - 4)/((x + 2)) III. (x+2)y = x^(2) - 4

Which of the following equations have same graphs. I. y = x - 2 II. y = (x^(2) - 4)/((x + 2)) III. (x+2)y = x^(2) - 4

If graph of y=(x-1)(x-2) is then draw the graph of the following (i) y=|(x-1)(x-2)| (ii) |y|=(x-1)(x-2) (iii) y=(|x|-1)(|x|-2) (iv) |(|x|-1)(|x|-2)| (v) |y|=|(|x|-1)(|x|-2)|

I. 6x^(2) + 13x = 12 - x II. 1+2y^(2) = 2y + (5y)/ 6