`(1)/(2)r-(1)/(3)s=8`
`(5)/(8)r-(1)/(4)s=29`
For the system of equations above, what is the value of r+s?

(11+s)/(12r)=(1)/(6)+(1-3s)/(4r) In the equation above, what is r inn terms of s?

3(r+2s)=r+s If (r, s) is a solution to the equation above and sne0 , what is the value of (r)/(s) ?

(x+5)/(4)=(1-x)/(3x-4) If the solutions to the equation above are r and s with rgts , what is the value of r-s?

If (2rs)^(-1)=3s^(-2) , what is the value of (r)/(s) ?

(1)/(3)r+4s=1 kr+6s=-5 In the system of equations above, k and s are nonzero constant. If the system has no solutions, what is the value of k?

(3k+14)k=5 If r and s represents the solutions of the equation above and rgts , what is the value of the difference r-s?

If (1)/(3)r+(1)/(4)s=(5)/(6) , what is the value of 4r+3s?

(8r+7)/(4s)=11 If (1)/(2)r+1=s+1 , what is the value of r+s for the equation above?

If r and s are the roots of the equation ax^2+ bx + c= 0 , then the value of 1/r^2+1/s^2=

If 8! ((1)/(3!) + (5)/(4!) ) = ""^(9) P_(r) , then the value of r is