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18(2x-3)^(2)-8x+12...

18(2x-3)^(2)-8x+12

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Factorise: 4(2x-3y)^(2) - 8x + 12y -3

Factorise : (2x-3)^2-8x+12

Factorize (2x-3)^2-8x+12 .

The value of (x^(4)-6x^(3)-2x^(2)+18x+23)/(x^(2)-8x+15) ,when x=sqrt(19-8sqrt(3)) is:

If 3x ^(4) -6x ^(3) +kx ^(2)-8x-12 is divisible by x-3, then it is also divisible by :

If 3x ^(4) -6x ^(3) +kx ^(2)-8x-12 is divisible by x-3, then it is also divisible by :

Obtain all the zeroes of x^(4)+2x^(3)-7x^(2)-8x+12 , if two of its zeroes are 2 and -2.

The value of the expression x^(4)-8 x^(3)+18 x^(2)-8 x+2 when x=cot (pi)/(12) is