R=log( I/Io) where Io is the intensity of a certain very small earthquake. What is the magnitude of an earthquake with intensity 8000 times Io?
I=8000I0 R=log(II0) R=log(8000I0I0) R=log(8000) R=log(8)+log(103) R=3+log(8) R≈3.9
Oh I got the log(103) when I divided
just wondering... where exactly did the division occur.. did you replace the first I with the 8000? cause i dk what exactly the i0 is
yes
so what do i replace the Io with? should i replace it with 1?
Yea
oh ok, thank you!
wait, when you do the math where exactly did you get the result 103.. cause i can't figure out what you divided to get it.. extra slow in math here =/
It's hard to explain
my math is different from the teachers but I still get the same answer
i can see it is a bit different but in the line R=log(8000I0I0), do you divide log of 8000 * I o, and then divide it by I o or how does that change?
right you are doing it
so then the I o has to be a different number than 1 because 8000 *1 /1 = 8000 xD
well played yes
so what would that number be?
Idk never did it that way
so in that case how would you go about solving the problem?
Like how I did up there
what i'm asking is how did you get from R=log(8000I0I0) R=log(8000) to R=log(8)+log(103)
division
lol what exactly did you divide O.O
R=log(8000I0I0) R=log(8000)
see those I marks those are getting rid of the zeros making it 8000
ooohhhh i see exactly what you mean! thanks man!
your welcome :D
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