- 12 Show That Additive Group Of Real Numbers Has Infinite Index In The Additive Group Of The Complex Numbers 13 Prove 1 (16.34 KiB) Viewed 47 times
12. Show that additive group of real numbers has infinite index in the additive group of the complex numbers. 13. Prove
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12. Show that additive group of real numbers has infinite index in the additive group of the complex numbers. 13. Prove
12. Show that additive group of real numbers has infinite index in the additive group of the complex numbers. 13. Prove the following theorem from lecture: Let H be a subgroup of a group G. The number of left cosets of H in G is the same as the number of right cosets of H in G.