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(-2-i/3)^3...

`(-2-i/3)^3`

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(-2-i(1)/(3))^(3)

i) (2a-3b)^3

Show that complex numbers (2+i3), (2-i3), (3-i2), (3+i2) are concyclic in the argand plane

Find the value of (-2-(2)/(3)i)^(3)

(-2-(1)/(3)i)^(3)

Write the conjugate of (-2-(1)/(3)i)^(3) .

Express (2-3i)^3 in the form of a + ib

Express (2-3i)^(3) in the form (a + ib).

Express the following in the form a +ib: (-2-i(1)/(3))^(3)