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How I do rearrange this equation?
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My algebra is terrible. I am not too sure to cancel out the ^-2
I would start by naming the constants -1.564 = a and 6.9 = b That makes things a little easier, not having those ugly numbers around. :)
first use the rule : \[aLn(x)=Ln(x)^{a}\] then just exponentiate bouth sides
I'm not sure what you mean
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My original was to cancel out the ^-2 then divide by -1.564, then take expontial to cancel out the natural log
original idea.
But it's just a mess I know something is wrong.
\[f=[Ln(6,9 \mu/pud)^{-1,564}]^{-2}=Ln(6,9 \mu/pud)^{2*1,564} \] now: \[e ^{f} =6,9 \mu/pud^{2*1,564}\]
Thanks guys, really helping a lot!
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Ok here it is. Now back to making math videos for me...
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