Just use wishful thinking on it ;)

[@mollaconan]

Your way of finding the coefficients of the linear combination just blew my mind! If I were at that point, I'd take the usual donkey work of foiling out and setting the coefficients of like terms equal. Excellent solution, sir. Thank you.

[@owlsmath]

Thanks! And multiplying out those coefficients is a good way too! :)

[@mohandoshi153]

Awesome evaluation - great wishful thinking. I must say you out thought the Bee guys with this great wishful thinking.

[@owlsmath]

Thanks Mohan! I wonder if the "Bee guys" had a different method in mind. 🤔

[@mohandoshi153]

@@owlsmath - would love to see it, if it exists.

[@mohandoshi153]

@@owlsmath - would love to see the different method. If it exists.

[@slavinojunepri7648]

Excellent approach

[@owlsmath]

thanks Slavino!

[@reaperskyfall6691]

Nice tackling of problem sir please bring some derivatives also along with integrals

[@owlsmath]

Hi Skyefall. good idea! I don't recall ever doing a derivative on the channels. I'll look into it at some point because there are some interesting derivatives out there