Ms. Millie showed the graphs of the functions y=log2x and y=log4x to her students. Which conclusion is incorrect? A. The x-intercept of each graph is 0 B. The graphs never intersect the y-axis C. The domain of each function is {x:x>0} D. The range of each function is {y: all real numbers}
I am not quite sure, but I think it is the letter B?
graph them, look at them
okay, by definition, what is log(a)?
I don't know how to put the 4 in TL-84 calculator
Log is a power
log(a)=x is the solution to the equation e^(x)=a.
is e you mean lnx?
e is exponential.
Oh, okay...
So if you substitute in your question x=0, you get log0. What is log 0?
e^o=1
um, i have confused you a little bit, the two x's are different.
in your problem you're looking for log x=a log 0=a e^(which power)=0
yes
okay, so it should be clear that there is no power of e that will give you 0. So the answer to your question is A.
Thank you
I'm more concerned about you understanding it, than getting the answer. Is everything clear?
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