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This is a 30 second mental problem for 8th graders. You need to say which math olympiad it is from. If you cannot do so you should remove the olympiad tag
@@vagabondvinlandsagashamoan2046 raise both sides to the x root then get 2=3^x or 2^(1/x)=3 multiply the exponents by x to cancel it on 2 which will result in 3^x=2
Если логарифмировать по основанию 2, то
1/х= log(2)3
x= log(3)2
Два действия за 15 секунд
1/log2(3)
This is a 30 second mental problem for 8th graders. You need to say which math olympiad it is from. If you cannot do so you should remove the olympiad tag
And while you're at it, remove 'Higher' from the channel name
Olympiad Level Question-❌
Demo Question solved by the Tutor after explaining what is logarithms-✅
The answer is x = 0,6309
Yes, or ...
ˣ√2 = 3
2 = 3ˣ
note: log₃(2) = 0.630930
3⁰·⁶³⁰⁹³⁰ = 3ˣ
same base (= 3)
■ x = 0.630930
🙂
Exactly what I did😂😂
How did you get 2=3^x
@@vagabondvinlandsagashamoan2046 raise both sides to the x root then get 2=3^x or 2^(1/x)=3 multiply the exponents by x to cancel it on 2 which will result in 3^x=2
@@qhawe_tricks Thank you, now I understand.