(2)/(x-4)(x-2) what is the X intercept?
@iambatman
is the equation \(\huge \rm y=\frac{2}{(x-4)(x-2)}\)
F(x)=
there aren't any x-intercepts
Why not
yes no x-intercepts to get x intercepts means to solve f(x)=0 if we set \(\huge \rm \frac{2}{(x-2)(x-4)}=0\) we can only have the top equal to zero since zero at the bottom will make our function undefined. However, in this case, the top is 2 which different than zero so no x-intercepts
Are there any y interceptors?
x=0 the y= 1/4 in fact the function never touches zero
yes there is that is the one i just wrote x=0 y=1/4 is y intercept
I take that back, you're right Eurler I thought it said 2x in the numerator
No x - intercepts
Yeah it was 2 only! i know you get it confused lol
=P
:P
Good job Euler ^.^
^.^
Essentially when they ask for intercepts, if they say they want x, set y = 0 and solve for x. If they want y, set x = 0 and solve for y.
I can confirm Euler on there being no x - intercepts and y being 1/4.
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