which is complete sol. set; 11+32x=3x^2?

Question

(3/11, -1/11)?? is this correct

Answer 1

I am afraid you are wrong
3x^2=11+32x
or,3x^2-32x-11=0
or,3x^2-33x+x-11=0
or,3x(x-11)+1(x-11)=0
or,(x-11)(3x+1)=0
therefore,either x-11=0 or 3x+1=0
If x-11=0,then x=11
If 3x+1=0,then 3x= -1 or x= -1/3
hence x=11 or -1/3

Answer 2

Hello

Put them all on the right side and we have

0 = 3x^2 -32x -11 factor and get 0 = 3x^2 -33x +1x -11 or 3x(x-11) +1(x - 11) = 0 so 3x+1 = 0 or x = -1/3 and x = 11.

Hope This Helps!