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solve ln y = kt for y
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\[\ln(y)=kt\]? `
write in equivalent exponential form \[\ln(A)=B\iff e^B=A\]
\[\ln (y) = kt \leftarrow \rightarrow e ^{kt} = y\]
is that what you mean? and does that always apply when ln is involved?
@satellite73
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it seems all the good math tutors are having internet issues or are very busy... lol and yes, you got it right ☺
okay cool
and that sucks bc have a lot of questions
yes it is always true
well you can ping them via PM
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oh true
☺ good luck ♣
lol thanks i need it
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