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

2 answers

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
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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