If `|x-6|>|x^2-5x+9|`, then value of x can be

If f(x)=[(|x^(2)-5x+6|)f or x<2 and ax-bf or x<=2 continuous at x=2, then the values of 'a'&'b' can not be

Find the value of x if x^2+5x+6=0

if 3x-7=9, what is the value of 6x+5?

After solving the linear equations -6x+5y=2 and -5x+6y=9 . The value of y will be :

If |[x,2],[8,x]|=|[3,2],[9,6]| , then the value of x is

If |[x,2],[8,x]|=|[3,2],[9,6]| , then the value of x is....