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December math problem
Posted: Sun Dec 22, 2019 6:38 am
by terminator
3^log(2x)=4x
x=?
(Exact answer, not decimal form)
Re: December math problem
Posted: Thu Dec 26, 2019 10:36 pm
by madmaniacal1
Term, I genuinely think you have a "math problem" here.
Re: December math problem
Posted: Thu Dec 26, 2019 11:42 pm
by WARBRINGER
Weget it, Einstein!
Re: December math problem
Posted: Fri Dec 27, 2019 8:05 am
by terminator
madmaniacal1 wrote: ↑Thu Dec 26, 2019 10:36 pm
Term, I genuinely think you have a "math problem" here.
hehehe
Ill give you a hint
Since many know the general rule in which log(a^b)=a*log(b) we can see a VERY interesting thing occur if we did this.....
log(a)*log(b)....You can see that in this case it means......log(a)*log(b)=log(a^log(b))=log(b^log(a))....
Which is quite interesting as it leads to this .... log(a^logb)=log(b^loga)....remove log from both sides.....a^logb=b^loga
This will be very helpful in solving this
Re: December math problem
Posted: Fri Dec 27, 2019 5:04 pm
by LostKnight
terminator wrote: ↑Fri Dec 27, 2019 8:05 am
madmaniacal1 wrote: ↑Thu Dec 26, 2019 10:36 pm
Term, I genuinely think you have a "math problem" here.
Ill give you a hint
Since many know the general rule in which ....
Hmmmm ... me thinks he doth aßume^² much.