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You're Asian... you should know this.

 

Yuo bring shame to famiry, gg

 

come on guys, the joke is fine if you help him, otherwise it's inappropriate

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forget ln5. you don't need it.

so would it just be ln2 + ln2 + ln3. I don't think it can be simplified any further and if I combine the 2 ln2's then it's ln4. 

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so would it just be ln2 + ln2 + ln3. I don't think it can be simplified any further and if I combine the 2 ln2's then it's ln4. 

 

yeah, pretty much. maybe there's a way with subtractions / multiplications to get the ln5 in there, but it seems completely unnecessary to me. Just add +ln5-ln5 if you're required to use it.

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yeah, pretty much. maybe there's a way with subtractions / multiplications to get the ln5 in there, but it seems completely unnecessary to me. Just add +ln5-ln5 if you're required to use it.

Thanks. I guess I'll just do ln2 + ln2 +ln3 because squeezing ln5 into there would just be adding 0. 

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Rewrite ln12 in terms of ln2, ln3, and ln5. I know ln12 = ln2 + ln2 + ln3 but I'm not sure where the ln5 comes into play. Please help :)

Have you thought of negatives?  NVM i'm stupid

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Have you thought of negatives?  NVM i'm stupid

well it wants it in terms of ln2, ln3, and ln5. And you can't have negative logarithms with a positive base. And subtracting them would just cancel them out lol.

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well it wants it in terms of ln2, ln3, and ln5. And you can't have negative logarithms with a positive base. And subtracting them would just cancel them out lol.

That's why I said i was stupid.

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another way to put it..seems stupid tho xD

ln12= (ln5+2ln3)-2ln2

 

Lol. That wouldn't work because (ln5+2ln3) = ln5+ln9 = ln45 and ln45 - 2ln2 = ln45-ln4 != ln12

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1. ln12 = ln52-ln32-ln22

2. ln12 = ln52+(ln32-ln2)

3. ln12 = (ln5-ln3+ln2)9

4. ln12 = (ln5+ln3-ln2)4

 

That's completely wrong lol. ln5^2 = ln25- ln3^2 = ln25/9 which is already less than ln12 not including the ln2^2

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That's completely wrong lol. ln5^2 = ln25- ln3^2 = ln25/9 which is already less than ln12 not including the ln2^2

 

 

1. ln12 = ln52-ln32-ln22

2. ln12 = ln5+(ln32-ln2)

 

I left a square on the second equation's ln5 and 3 and 4 were supposed to be root of 9 and 4 but I forgot you can't mix different variables so just go with either the first or second equation.

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