If the solution is to be written in a practical way, it is better to leave a=log(24)/{3*log(8)}, then you can use any logarithm and not think about which one and not waste time on additional transformations. If you do not have a calculator, it is best to use the logarithm with the lowest base possible, because then it is easy to estimate the result. For example, using log with base 2 we get a={log[2](3)+3}/9. (In the previous solution, use the logarithm with the base 2) This logarithm is easy to estimate, so knowing that 2^1=2
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Fantastic explanation
Great 👍. Thanks for the comment
If the solution is to be written in a practical way, it is better to leave a=log(24)/{3*log(8)},
then you can use any logarithm and not think about which one and not waste time on additional transformations.
If you do not have a calculator, it is best to use the logarithm with the lowest base possible, because then it is easy to estimate the result.
For example, using log with base 2 we get a={log[2](3)+3}/9. (In the previous solution, use the logarithm with the base 2)
This logarithm is easy to estimate, so knowing that 2^1=2
Great 👍. Thanks for the comment
Where are you watching from 😘?
@@AlamathsI am a retired academic physics teacher from Poland
@07Pietruszka1957 Wow, great 👍 . Thanks for the comment
NB: I wish to come and study in Poland over there.
Was this the olympiad for preschoolers?
Great 👍. Thanks for the comment
Are you a maths teacher 🥰?
a=4/3+log2(3)//....
Good. Thanks for the comment 👍
Hello My Dear Family😍😍😍
I hope you all are well 🤗🤗🤗
If you like this video about
How to solve this math problem
Please like and subscribe to my channel as it helps me a lot，🙏🙏🙏🙏
❤❤🎉🎉