This is an interesting question with amazing concepts! Playlist to watch all videos on Learncommunolizer • Maths Olympiad • Maths Subscribe to my channel as it helps me alot / @learncommunolizer
Olympiad??? Are you kidding? I could solve it in mind, and you don't need therefor over 6 Min.
@Mike--K8 күн бұрын
I must be missing something very important because this did not appear to be a difficult problem. (5^x)( 5^x)(5^x) = 10 can be written as (5 * 5 * 5)^x = 10, or 125^x = 10. Taking the log of both sides gives xlog(125) = log(10). Since log(10) = 1, the equation can be written as xlog(125) = 1. Divide both sides by log(125) and the equation can be written as x = 1/log(125).
@balanbalan827 күн бұрын
the answer is coming as 1 not 10
@balanbalan827 күн бұрын
i used the cal
@Sci-Marvels4 күн бұрын
You're absolutely correct! Simplifying the equation in this way makes it much more straightforward. It's great to see how different approaches can lead to the same result. Thanks for breaking it down so clearly! 👍