I seriously need with this modern algebra question Know: Need to show: I have to frigin clue…

I seriously need with this modern algebra question Know: Need to show: I have to frigin clue…. ARghhhhhh, lost what does this want? Transcribed Image Text: 12) Let G be the additive group of real numbers, let H be the multiplicative group of complex numbers of
absolute value 1 (the unit circle S’in the complex plane) and let p: G → H be the homomorphism
9:r H e2nir. Draw the points on a real line which lie in the kernel of o. Describe similarly the
elements in the fibers of o above the points –1, i, and e47i /3 of H.(Figure lof the text for this
homomorphism o is usually depicted using the following diagram.)

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