On the unequal probability of a price move up or down - page 149
You are missing trading opportunities:
- Free trading apps
- Over 8,000 signals for copying
- Economic news for exploring financial markets
Registration
Log in
You agree to website policy and terms of use
If you do not have an account, please register
The illiteracy of some of the characters present here is off the scale... but the screaming, the arrogance is just over the edge....
However, there is a well-known pattern that identifies parasites: "the less he knows, the louder he shouts". Such inverse proportionality.
Apparently, education is necessary(education means elimination of illiteracy).
1)This is a demonstration of where the numbere exponentcomes from
.
2) Fibonacci sequence
.
3) exponential growth .
.
The illiteracy of many here is off the charts....
Apparently, education is necessary(education means elimination of illiteracy).
Oleg, can you explain what that was about?
Oleg, can you explain what that was?
Yes, it's hard for you without explanations...
These are the basics you need to know.
1) exponent
2) Fibonacci sequence
3) exponential growthYes, it's hard for you without an explanation...
These are the basics you need to know.
1) exponent
2) Fibonacci sequence
3) exponential growthI always thought that exponent is an exponential function with base e. It's a little different. Oh, those mathematicians.
I always thought that an exponent was an exponential function with a basis of e. It's a little different. Oh, those mathematicians.
exponent.
exponent.
Gee, are you guys competing to see who's funnier than the smart one?)
The illiteracy of some of the characters here is off the charts... but the screaming, the arrogance is off the charts....
However, there is a well-known pattern: "the less he knows, the louder he shouts". Such inverse proportionality.
Apparently, education is necessary(education means elimination of illiteracy).
1) exponent
.
2) Fibonacci sequence
.
3) exponential growth .
.
Euler's number on the graph.
There is an Euler number on the graph.
This is a demonstration of where the number e comes from
The second and third graphs clearly show the difference in growth rate.I always thought that an exponent was an exponential function with a basis of e. It's a little different. Oh, those mathematicians.
Geez, are you guys competing to see who's funnier smart?))
No, just confirming your words with a picture.
Apparently, education is needed.
Oleg, thank you