a^(6)-b^(6)

Factorise : (a) x^(6)+y^(6) " " (b) x^(6)-y^(6)

Factorise : (a) x^(6)+y^(6) " " (b) x^(6)-y^(6)

If (x+1/x+1)^(6)=a_(0)+(a_(1)x+(b_(1))/(x))+(a_(2)x^(2)+(b_(2))/(x^(2)))+"...."+(a_(6)x^(6)+(b_(6))/(x^(6))) , then

If (x+1/x+1)^(6)=a_(0)(a_(1)x+(b1)/x) +(a_(2)x^(2)+b_(2)/x^(2))+...+(a_(6)x^(6)+b_(6)/x^(6)), the value of a_(0) is

If (x+1/x+1)^(6)=a_(0)+(a_(1)x+(b_(1))/(x))+(a_(2)x^(2)+(b_(2))/(x^(2)))+"...."+(a_(6)x^(6)+(b_(6))/(x^(6))) , then

If (x+1/x+1)^(6)=a_(0)+(a_(1)x+(b_(1))/(x))+(a_(2)x^(2)+(b_(2))/(x^(2)))+"...."+(a_(6)x^(6)+(b_(6))/(x^(6))) , then find the value of a_0

If (x+1/x+1)^(6)=a_(0)+(a_(1)x+(b_(i))/(x))+(a_(2)x^(2)+(b_(2))/(x^(2)))+"...."+(a_(6)x^(6)+(b_(6))/(x^(6))) , then

a^3 x 2a^2b x 3a b^5 is equal to: (a) a^6b^6 (b) 23 a^6b^6 (c) 6a^6b^6 (d) None of these

Find the square of : (ii) (5a)/(6b) - (6b)/(5a)