ln e ^ x + 4y
not sure what we are doing here
what do you want done here. just simplified?
yes
and is the +4y inside of the ln
the question was just simplify in and then it gave the equation
yes but how was it written, was it\[\ln (e ^{x}+4y)\] or was it \[\ln (e ^{x})+4y\]
1st one
figure the second, i.e., x+4y
non sense the first (simplify I say)
okay then you distribute the ln to have \[\ln e ^{x} + \ln(4y)\] and the natural log of lne^x the ln and e cancel to just be x so \[x + \ln(4y)\]
ok thanks
no you don't distrubite the natural log\[\log(a+b)\neq\log a+\log b\]if the problem is to simplify\[\ln(e^x+4y)\]it cannot be done
turing is right
oh sorry i was doing that two added natural logs added could be combined my mistake. and luis, the problem isnt written as you wrote it
but if your telling the asker to look at your answer, if your answer isnt answering the problem he is asking why would he/she look at it? thats the whole point? the point is that you are answering the wrong question? i wont get that because it doesnt make sense
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