Asked by Ray
lim ln(y-1)
y->1+
The answer is negative infinity but how do I show the logic of proving that it's negative infinity? I plugged in "1" to the function and got ln(0) which is obviously impossible? Thanks in advance
y->1+
The answer is negative infinity but how do I show the logic of proving that it's negative infinity? I plugged in "1" to the function and got ln(0) which is obviously impossible? Thanks in advance
Answers
Answered by
Damon
so put in ln .01 and ln .00001 etc
or
say
j = ln z
e^j = z
e^j = 0 + a little
e^-oo = 1/e^oo --->0 + a little
or
say
j = ln z
e^j = z
e^j = 0 + a little
e^-oo = 1/e^oo --->0 + a little
Answered by
Ray
So I can just say for example, plug values as y gets closer to 1 and solve for the function and notice that the function is getting smaller and smaller (negative) and therefore negative infinity?
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