Prove that if a∣b, then (2a−1)∣(2b−1).
So, I've said the following:
- Let a∣b.
- ⟹b=am
- Assume (2a−1)∣(2b−1)
- ⟹(2b−1)=(2a−1)x
But I can't figure out what to do with any of this from here forward.
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