Yes I have been "dead" for a while, I am back! I was learning about logarithms and on the test it threw this equation at me.
\(y=-\ln x +2\)
What on earth is LN? Or is it 1n? Why didn't my book tell me about this?
On a side note, what is the proper way to pronounce logarithm?
okay...but what is its equation as a logarithm?
nevermind im dumb its log base e x
Not sure what you are asking, but:
-y = -ln x + 2
2+y = ln x
e^(2+y) = e^(ln x)
e^(2+y) = x
you are amazing and my book is lazy lol
thanks for telling me what ln is
also do you know what the proper way to pronounce logarithm is? i pronounce it log like in...well..log, but my friends say loge like in go,boat, whatever...
I've never heard it pronounced any other way than log rhymes with 'bog' 'dog' 'hog' 'cog' 'fog' etc......
This is not an equation.....it's a graph of the natural log function reflected about the x axis and shifted up 2 units
Here's a graph of the parent function and this one :
https://www.desmos.com/calculator/0s8sewqwps
Well I wasn't really looking for a solution, I just wanted to know what LN was...thanks anyway!