Which graph represents the function of f(x) = the quantity of 9 x squared plus 9 x minus 18, all over 3 x plus 6?
\[\frac{ 9x^2+9x-18 }{ 3x+6 }\] is it this equation?
yes @Whimsical
\[\frac{ 9(x+2)(x-1) }{ 3(x+2) }\] simplified the equation what do you get?
3(x-1) ?
yes and what kind of graph is that?
are you doing okay or do you need more hints?
is it a linear equation?
i'm not sure what kind of graph it is
yes, can you tell me what makes a straight line graph
the coordinates can be easily placed with rise over run after the y-intercept is placed
yes so the equations is: y=mx+c m= gradient c= y-intercept can you find m and c? i got to go now, hope u can find the straight line graph equation,
btw 3(x-1)=mx+c in case you need more help
m= 3x y = -3
u can sketch the graph now |dw:1448110248789:dw| and m = 3 not 3x
oh, okay! I get it now! Thank you so much!
f(-2) = 4*9 - 18 - 18/ 6- 6 = 0/0 (undefined) Your function is undefined as x = -2, so you simply draw an asymptote at that point. and the intercept of the asymptote and your line is a gap. See this: http://www.purplemath.com/modules/grphrtnl4.htm
sometimes this is called a 'hole' in the graph
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