Cheesy Equation

Algebra Level 5

The sum of all real values of kk for which the equation

x2(7+k2)x+7k2+(x3)(x3k+2)=0\large{ |x^2-(7+k^2) x+7 k^2|+\sqrt{(x-3)(x-3 k+2)}=0}

has at least one real solution is AA. Then value of AA is


For more problems try my set

×

Problem Loading...

Note Loading...

Set Loading...