Logarithmic #1
Number Theory
Level
pending
e^(lnx) = x
Where x belongs to Complex numbers. True always ?
Can anyone give a proof too ?
Both
False
True
None of the above
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1 solution
e^ln(x) is always true for X belonging to real numbers.
But if it is imaginary numbers, then ?
What about e^ln(i)
ln(i) = iπ/2 + 2πi
Therefore that equation is true for x of all values.
'e^ln(x)