Luke73 · 26-30, M
The exact solution is exp(W(log(25))) which is about 2.96322 as you calculated.
Where exp is the exponential function (e^x), log is the natural logarithm and W is the product log function, the solution to z=w*exp(w)
Where exp is the exponential function (e^x), log is the natural logarithm and W is the product log function, the solution to z=w*exp(w)
Domking · 61-69, M
Cool
That is called method of successive approximations. First, one takes an example close to the problem like 3^3=27 which is near 25. Then walk in small steps till the number 25 is crossed.
That is called method of successive approximations. First, one takes an example close to the problem like 3^3=27 which is near 25. Then walk in small steps till the number 25 is crossed.
cmmdfghrae · 46-50, M
Lisa82 · 41-45, F
@cmmdfghrae yes thank you. been a while
JoyfulSilence · 51-55, M
@cmmdfghrae
How does one compute W? Does one need a numeric approximation?
If so, then her method of trial and error seems easier. Unless software has a module for this function W that converges faster!
How does one compute W? Does one need a numeric approximation?
If so, then her method of trial and error seems easier. Unless software has a module for this function W that converges faster!










