256x^(5)-81x

Factorize each of the following expressions: 256 x^5-81 x (2) a^4-(2b+c)^4 (3) (3x+4y)^4-x^4 (4) p^2q^2-p^4q^4

16x^(7)-81x^(3)-16x^(4)+81

Solve the following quations by using qardratic formula: 256x^(2)-32x+1=0

Solve the following quations by using qardratic formula: 256x^(2)-32x+1=0

Divide 27x^(3) -81x^(2) + 45x + 23 " by " (x -2)

((32)^(0.2)+(81)^(0.25))/((256)^(0.5)-(121)^(0.5))

[((32)^(0.2)+(81)^(0.25))/((256)^(0.5)-(121)^(0.5))]= ________

Factorise: (i) 3x^(7)y -81x^(4)y^(4) (ii) a^(3) + 0.064

The value of ((256x^(16))/(81y^(4)))^(-(1)/(4))' is

Factorise the following : (i) 9a^(2)-b^(2) " " (ii) 81x^(3)-x " " (iii) x^(3)-49xy^(2) " " (iv) a^(2)-(b-c)^(2) (v) (x-y)^(3)-x+y " " (vi)x^(2)y^(2)+1-x^(2)-y^(2) " " (vii) 25(a+b)^(2)-49(a-b)^(2) " " (viii) xy^(5)-x^(5)y (ix) x^(8)-256 " " (x) x^(8)-81y^(8)