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Re: Solve This Problem & Be Hired as Consultant by Mrshape: 7:11am On Apr 12, 2020 |
Via numerical method (The Lambert W function to be precise)You are the only one talking sense so far. But you did not show your workings |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 7:12am On Apr 12, 2020 |
prideofscience:It is wrong |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 7:17am On Apr 12, 2020 |
Neyozak: THE SOLUTION ACTUALLY CAME OUT FIVE YEARS AFTER. I DID NOT SEE ANY CORRECT SOLUTON THERE ONLY ONE person. Was able to tell the method and answer but no solution the others failed woefully |
Re: Solve This Problem & Be Hired as Consultant by Hausa(m): 7:20am On Apr 12, 2020 |
Mrshape:Did you consider whether or not they used a different method? |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 7:23am On Apr 12, 2020 |
Hausa:I have checked through all the comments no one presented a mathematically correct solution. They are all manipulations So far too my knowledge only Lambert W can solve this type of questions numerically. I was expecting one of the comments to prove me wrong. But i just keep on finding mathematical error in each. |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 7:25am On Apr 12, 2020 |
Hausa:Whether different method or not ones a nor mathematical procedure us found in it, the method is absolutely wrong |
Re: Solve This Problem & Be Hired as Consultant by Hausa(m): 7:54am On Apr 12, 2020 |
Mrshape:The OP didn't state whether it should be solved numerically or not. |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 8:19am On Apr 12, 2020 |
Hausa:But the solution he approved is wrong. And no other correct method was found in the whole tread? Apart from trial and error method, who takes that serious? |
Re: Solve This Problem & Be Hired as Consultant by Geophilip: 8:28am On Apr 12, 2020 |
Mrshape:ok |
Re: Solve This Problem & Be Hired as Consultant by Hausa(m): 6:29pm On Apr 12, 2020 |
Mrshape:I wish you could solve it like the rest without doing a screenshot. |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 7:50pm On Apr 12, 2020 |
Hausa:It was a picture not screenshot Paper and Biro picture |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 8:13pm On Apr 12, 2020 |
Hausa:2^2x=8x 1/8=x/2^2x 1/8=x(2^-2x) 1/8=xe^ln2^-2x 1/8=xe^-(2xln2) Our aim is to make it ye^y Multiply both sides by-2ln2 (-ln2)/4=-2xln2e^(-2xln2) We see the right hand side is now ye^y Were the y is -2xln2 so this is omega or Lambert w or product log function format. 2xln2=Wz( ( ln2)/4) x=(Wz( (ln2)/4)/2ln2 Were z is all integer. Wz((ln2)/4))=4ln2 Substitute X=-4ln2/2ln2=2 This is the correct one I even made an error in the omega in the initial work thanks for pushing me to solve again Neyozak Nobody Chpretty48 Bhayomi Clemetnoble22 Segedy Zenithbiz Flossy007 ayindepremier engrichie92 dejt4u Alvanify Softhamds INCREDIBLEGVY. and others come see the solution 1 Like |
Re: Solve This Problem & Be Hired as Consultant by Hausa(m): 11:42pm On Apr 12, 2020 |
Mrshape:Nice one, bro. You haven't lost your touch. |
Re: Solve This Problem & Be Hired as Consultant by imustmakeit(m): 1:13pm On Apr 17, 2020 |
. |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 1:24pm On Apr 17, 2020 |
imustmakeit:At that point were you cancelled That's were you failed it You state evaluating power from the top to bottom not bottom to top 2^3^2 Is not (2x2x2)^2 It is 2^(3x3) Which is 2^9 |
Re: Solve This Problem & Be Hired as Consultant by imustmakeit(m): 1:39pm On Apr 17, 2020 |
Mrshape:you're furking right, I just noticed it now |
Re: Solve This Problem & Be Hired as Consultant by Mrshape: 1:44pm On Apr 17, 2020 |
imustmakeit:Simle.... |
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