This is the domain of the rational function (-3x^2)/(x-5)
What is
xne5
This is the simplified form of
x/(x^2+9x+14)+7/(x^2+9x+14)
What is
1/(x+2)
This is the solution to the rational equation x/5-2=9
What is
55
This is the graph of f(x)=sqrt(x) and g(x)=sqrt(x-3)

If y varies directly as x, this is the constant of variation and the direct variation equation for the situation where y=11 and x=1/3
What is
k=33; y=33x
This rational function can be simplified to (x+12)/(12-x)
What is
-1
This is the LCD for the two rational expressions (9x^2)/(7x-14),(6x)/(x-2)^2
What is
7(x-2)^2
This is the solution to b/5=(b+2)/6
What is
10
This is the graph of f(x)=-(x+2)^2+1 and g(x)=x^2 on the same graph
What is
If y varies inversely as x, this is the constant of variation and the inverse variation equation for the situation where y=1/10 and x=40
What is
k=4;y=4/x
This is the simplified form of -y^3/8*(9x^2)/y^3
What is
-(9x^2)/8
This is the sum of the two rational expressions: (5)/((x+1)(x+5))-(2)/((x+5)^2
What is
(3x+23)/((x+5)^2(x+1)
This is the solution to (2a)/(a+2)-5=(7a)/(a+2)
What is
-1
This is the graph of f(x)=abs(x) and g(x)=abs(x+2)-3 on the same graph.
What is 
This is the equation describing the variation with k as the constant of proportionality. y varies jointly as q, r, and t.
What is
y=kqrt
This is the simplified form of (2a+2b)/3*(a-b)/(a^2-b^2)
What is
2/3
This is the difference between the two rational expressions: (3a)/(2a+6)-(a-1)/(a+3)
What is
(a+2)/(2(a+3))
This is the solution to 1+3/(x+1)=x/(x-1)
What is
2
This is the graph of h(x)=-abs(x-3)+2
What is 
This is the mathematical representation of "y varies directly as x and inversely as p^2 "
What is
y=(kx)/p^2
This is the simplified form of (5+x)/7-:(xy+5y-3x-15)/(7y-35)
What is
(y-5)/(y-3)
This is the sum of the two rational expressions (27)/(y^2-81)+(3)/(2(y+9)
What is
3/(2(y-9)
This is the solution to 1/(x+2)=4/(x^2-4)-1/(x-2)
What is no solution
The domain of this function can be found without graphing. g(x)=-3sqrt(x+5)
What is
[-5,oo)
This is the solution to: Suppose that Q is jointly proportional to R and the square of S . If Q=24 when R=3 and S=4 , find Q when R=2 and S=3.
What is 9