Write the complex number in `a+ib` from using cube roots of unity
`(i+sqrt3)^(100) + (i-sqrt3)^(100) + 2^(100)`

Similar Questions

Explore conceptually related problems

Write the following complex numbers in polar form -3sqrt2+3 sqrt2i

Express the following complex numbers in a+ib form. (c ) i^(-39)

Consider the complex number z=3+4i . Write the conjugate of z.

Write polar form of the complex number z=sqrt3+i

Represent the complex number sqrt3+i in the polar form.

Express the complex number (2+3i)/(1-2i) in the form a+ib .

If z (2- 2 sqrt3i)^(2)= i(sqrt3+i)^(4) , then arg(z)=

Represent the complex number 1+sqrt3i in the polar form.

Express the complex number z=(5+i)/(2+3i) in the form a+ib .

Express the complex number (2-i)/{(1-i)(1+2i) in form a+ib