Solving Exponential Equation Having Variable Exponents | Challenging Exponential Equation.

[@therichcircle.8819]

Great as always. Am beginning to learn this Lambert function from onlinemathstv gradually. Thanks Jakes.

[@onlineMathsTV]

Thanks and we are glad you gained values from it. We are here to serve you.

[@ProfeJulianMacias]

Great teaching

[@onlineMathsTV]

Glad it was helpful and like I did promise you in one of my reply to your comment sir, We will do our best possible to make sure we do not fail elderly people like you who out of their tight schedule always put out time to visit this channel to see what is going on and also comment. You are a big encouragement to this platform and we really appreciate that fact sir.
Many thanks to you sir.
We love you sir....💖💖💕💕❤️

[@nicogehren6566]

great question

[@onlineMathsTV]

Thanks sir.

[@SidneiMV]

3:25 very good trick (dividing by x) 😎

[@ChristelleHilaire-lb6pu]

I am jawwing my mind up I like to do it I will be the winner

[@MarcosSantos-sc7df]

Congratulations

[@onlineMathsTV]

Thanks for always be there sir.
Many a time we have seen your comments @Marcos Santos on our videos. It is an indication that you believe in our little effort and we appreciate that fact sir.
We pledge to put in our best into what we do in order not to disappoint fathers like you who out of their tight schedule still give our work some attention.
Know this sir, everyone @onlinemathstv love and cherish you sir....💕💕💖💖💖❤️❤️

[@StephieJoseph-io3wt]

👍👍👍

[@shoshosalah3447]

Take ln for both sides of the equation
Xln(X+1)+(X+1)ln(e)=ln(-X/e)^X
Xln(X+1)+(X+1)=X[ln(-X)-ln(e)]
Xln(X+1)+(X+1)=Xln(-X)-X
By comparing both sides of the equation
Xln(X+1)=Xln(-X)
ln(X+1)=ln(-X)
Take e for both sides
X+1=-X
2X=-1
X=-1/2

[@onlineMathsTV]

Bravo👍👍👍
You the master👌👌👌

[@joeaberman449]

if you went through more detailed explanation would be great

[@libardouribe7617]

👏

[@onlineMathsTV]

Bravo👍👍👍

[@jaketan5172]

Specific learning method: After watching this video once, write it out on your own. If you are lost, watch the part of the video where you got lost. Then write it out again. Finally write out the whole solution one more time all on your own without referring to the video. It is normal to take up to 3 times to fully understand such a complex math question.

[@onlineMathsTV]

Marvelous, wonderful and superb comment/observation/advice.
You have spoken as a well trained teacher, maths tutor, a great trainer of all kind of fields of life endeavor.
You have given nothing but a clever and a well lay down system of learning new things generally/globally accepted.
Thanks for giving this outstanding advice to our viewers on behalf of Onlinemathstv and we say, we love you so so much and dearly💖💖💖💕💕💕❤️❤️❤️😍😍😍🙏🙏🙏👍👍

[@ChristelleHilaire-lb6pu]

×=+e

[@ChristelleHilaire-lb6pu]

J'abandonne