log 2 is a rational or irrational explain in your own words
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Short proof of “log 2 is irrational”
From (1), , where q – p is an integer greater than 0. Now, it can be seen that the L.H.S. is even and the R.H.S. is odd. Hence there is contradiction and log 2 is irrational.
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Answered by
2
Step-by-step explanation:
Short proof of “log 2 is irrational”
From (1), , where q – p is an integer greater than 0. Now, it can be seen that the L.H.S. is even and the R.H.S. is odd. Hence there is contradiction and log 2 is irrational.
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