I just love how each video leads to the next in a series of proofs. That's just beautiful, and your explanations are very clear. The best rigorous math channel I have seen and it's a journey to see you grow
Can you use this along with some proofs of properties of the arctan defined in this way to prove euler's identity? Or maybe sin(x) and cos(x) are just defined to be the imaginary and real parts of e^(ix) under these assumptions? I've never seen it approached from this angle
I just love how each video leads to the next in a series of proofs. That's just beautiful, and your explanations are very clear. The best rigorous math channel I have seen and it's a journey to see you grow
Can you use this along with some proofs of properties of the arctan defined in this way to prove euler's identity? Or maybe sin(x) and cos(x) are just defined to be the imaginary and real parts of e^(ix) under these assumptions? I've never seen it approached from this angle
Is this a reupload from yesterday ?
yeah, the other video had a mistake in it
Can you prove that : if r|n than fr|fn... ( deriative in fibonacci series)
Please...
r|n if and only if ra = n.
If and only if fra = fn.
If and only if fr|fn.
@davidbrisbane7206 F symbolizes the fibonacci sequence For example, if three divides six, the 3rd term of the Fibonacci series divides the 6th term.