Question 622768
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Hi, 
1)Identify the vertical asymptotes for the function. x = 4
{{{ f(x)= (x-1)/(highlight(x-4))}}}
 2)Identify the horizontal asymptotes for the function. y = 1
 {{{f(x)= (highlight(x)-5)/(highlight(x)+1)}}}
 3)Which type of variation is represented by the following equation?
 a1/b1= a2/b2 {{{a[1] = kb[1]}}}
 4)Which type of variation is represented by a1b1 = b2a2? {{{a[1] = k/b[1]}}}
 5)Simplify. Leave it to you to finish up
 x+2/x+3 divided by x^2+x-12/x^2-9 {{{((x+2)/(x+3))((x-3)(x+3)/(x-3)(x+4)))}}}
 6)solve If I am understanding your format correctly:
 x-4/x-2= x-2/x+2 plus 1/x-2  {{{(x-5)/(x-2) = (x-2)/(x+2)}}} |Cross Multiply to solve