" Q3) Show that "I+i^(10)+i^(100)-i^(1000)=0

1+i^(10)+i^(110)+i^(1000)

1+i^(10)+i^(110)+i^(1000)

Prove that: (i) 1+i^(10)+i^(100)-i^(1000)=0 (ii) i^(107)+i^(112)+i^(117)+i^(122)=0 (iii) (1+i^(14)+i^(18)+i^(22)) is real number.

Prove that : 1+ i^10+i^100-i^1000=0 .

Show that : i^(101)+i^(102)+i^(103)+i^(104)=0

Show that: 1+i^10+i^100+i^1000=2

Show that I+A =(I+A)*I

Show that 1+i^2+i^4+i^6=0

Show that 1+i^(10)+i^(20)+i^(30) is a real number.