Question 76001
Give an example of a rational expression P/Q such that: The degree of the denominator Q is 3 and this expression is defined for all real numbers except the values 2 and 4.
--------------
P can be anything, say 1
Q could be (x-2)^2*(x-4)
So,
P/Q = 1/[(x-2)^2(x-4)]
============
Cheers,
Stan H.