[" (46) The value of "(i+sqrt(3))^(100)+...

[" (46) The value of "(i+sqrt(3))^(100)+(i-sqrt(3))^(100)+2^(100)],[[" (1) "1," (2) "-1],[" (3) "0," (4) "2]]

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The value of (i+sqrt(3))^(100)+(i-sqrt(3))^(100)+2^(100) is

The value of (i+sqrt3)^(100)+(i-sqrt3)^(100)+2^(100) is

(2/(i+sqrt(3)))^(100)+(2/(i-sqrt(3)))^(100)=

Find the value of ((1+sqrt-3)/2)^100+((1-sqrt-3)/2)^100

Prove that ((i+sqrt3)/2)^100+((i-sqrt3)/2)^100 +1=0.

((-1+sqrt(3)i)/(2))^(100)+((-1-sqrt(3)i)/(2))^(100)=

((-1-i)/(sqrt(2)))^(100) equals

x+iy=(1-i sqrt(3))^(100), then (x,y)=

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