a^(6)+32u^(4)+64

Factorise : a^(6)+32a^(3)-64

If 2x=-1+sqrt(3)i , then the value of (1-x^2+x)^6-(1-x+x^2)^6 is 32 (b) -64 (c) 64 (d) 0

If : sin^(6)theta+cos^(6)theta=1-3u^(2)+3u^(4), "then" : u =

The value of (18^(3) + 7^(3) + 3.18.7.25)/(3^(6) + 6(243)2 + 15(81)4 + 20.27.8 + 15(9).16 + 6(3)(32) + 64) is

If 2x=-1+sqrt(3)i, then the value of (1-x^(2)+x)^(6)-(1-x+x^(2))^(6) is 32(b)-64 (c) 64(d)0

A man throws a fair coin number of times and gets 2 points for each head and 1 point for each tail the probability that he gets exactly 6 points is (1) (21)/(32) (2) (13)/(64) (3) (43)/(64) (4) (23)/(32)

A man throws a fair coin number of xx and gets 2 points for each head and 1 point for each tail the probability that he gets exactly 6 points is (1)(21)/(32) (2) (13)/(64) (3) (43)/(64) (4) (23)/(32)

(1/64)^(0)+(64)^(-1/2)+(32)^(4/5)-(32)^(-4/5)=?

(1/64)^0+(64)^(-1//2) - (32)^(4//5) is equal to