Find the HA for y= 2/x
y=0
Find the vertical asymptotes (x+5)/(x2+9x+20)
x=-4
Simplify the expression and state any restrictions on the variables (2x)/(4x2-2x)
1/(2x-1) ; x cannot equal 0 or 1/2
Simplify (x+1)/(x-1) + -2/(x2-x)
2(x+2)(x-3)
Solve 3/x=5
6
Find the HA for 2x/(x-3)
y=2
Find the vertical asymptote y= (x-3)/(x+5)
VA= x=-5
Simplfy and state any restrictions (49-z2)/(z+7)
7-z; x cannot equal -7
Simplify x/x2-4) + 1/(x+2)
(x-1)(x-2)^2 (x+4)
Solve: 5/(x2-3x+2) - 1/(x-2) = 1/(3x-3)
x=5
Find the HA for y=(3x2-10x+4)/(2x-7)
No HA
Find the vertical asymptotes for y= (3x)/(x2-4)
x=2 and x=-2
Multiply and state any restrictions (2x4)/(10y-2) x (5y3)/(4x3)
(xy^5)/4; x and y cannot equal 0
What is the LCD of 1/x, x/y, and 1/y?
xy
Solve 1/(b+1) + 1/(b-1)= 2/(b2-1)
No Solution
Find the HA for y=(8x4-3x+7)/(2x4+12)
y=4
Find the vertical asymptote y= 3/(x+2)
VA= x=-2
Multiply and state any restrictions (2x+12)/(3x-9) x (6-2x)/(3x+8)
-4(x+6)/3(3x+8); x cannot equal 3 or -8/3
Subtract: (6x-7)/(x2+6x+5) - 4/(x+5)
(2x-11)/(x+5)(x-1)
What is the LDC of (x-1)/(x2+3x+2) + (2x)/(x+2)= (x-1)/(x+1)
(x+2)(x+1)
Find the horizontal asymptote y= 5/(x+6)
y=0
Find the vertical asymptote y= (x2+10x-80)/(x2-11x+24)
x=3
Divide and state any restrictions (3x3)/(5y2) divided by (6y-3)/(5x5)
y/(2x^2); x and y cannot be equal to 0
Simplify (1/xy - 1/y2)/(1/x2y - 1/xy2)
x
What are the solutions of the rational equation? x/(x-3) + x/(x+3) = 2/(x2-9)
x= -1, 1