Italy|Math Olympiad| Exponential

A math Olympiad exponential question. #mathproblem #matholympiad #exponential

[@garryfrancois2320]

Good job JJ! Thank you so much for your support.

[@RyanLewis-Johnson-wq6xs]

8^(Log[8,1.125]+1.3 recurring +1)=144 X= Log[8,1.125]+1.3 recurring +1 Input interpretation
8^(log(8, 1.125) + 1.3^_ (repeating decimal) + 1) = 144
Result
True
Logarithmic form
(log(8, 1.125) + 1.3^_ (repeating decimal) + 1) log(8, 8) = log(8, 144)

[@Amt-p2h]

❤thanks so much 4ur amazing videos

[@JJONLINEMATHSCLASSchannel]

U are welcome

[@عبدالواسع-س8م]

Great work! Thank you so much!

[@JJONLINEMATHSCLASSchannel]

U are welcome

[@maths01n]

Logarithm on both side Wil be applicable, great work my fellow Mathematician content creator receive greetings from Kenya ❤❤❤❤❤

[@JJONLINEMATHSCLASSchannel]

Thank you

[@RyanLewis-Johnson-wq6xs]

X=(2/3)Log[2,3]+1/3

[@davidseed2939]

8^(x+1)=144
8^x=18
2^3x=18
3x = log_2(18)
x= ⅓log_2(18)
or
x=
log_10(18)/(3 log_10(2))

[@RyanLewis-Johnson-wq6xs]

It’s in my head.

[@Amt-p2h]

💥💥💥💢🙋‍♂️How to get the rules of logarithms

[@에스피-z2g]

8^x=18
x=log18/log8=
(log2+2log3)=3log2