@3mar
Do you need help?
Well, I am here.
i have tried to graph this and it wont allow me to
Because you are using multiple variables.
@study.geek.123 go ahead it is your turn!
@3mar srry I donno yet we are literally doing this in this and the next chapter in math
in the current and the next*
If you look at the graph, the y-intercept is NOT (0, 1).
ok so the answer is c
Or you can think of it like\[\log_{a} 0=1\]\[a^1\neq0\]
@study.geek.123 what you mean?
Why not graph the most basic log function: y=log x (whose base is 10)? Your graph would have exactly the same shape as would \[y=\log_{b } x\] Once you have this graph, choosing the several correct answers from the four possibilities given should become easier.
https://www.desmos.com/calculator/kjp3tbepip This is the graph of your function! Study it and deduce what it looks like!
I am assuming that no calculator is allowed in these type of problems.
@steve816: Better check this!\[\log_{a} 0=1\] Not correct.
I am assuming that calculator could be used!
The log function is undefined when the argument is zero (0).
c is incorrect then
No calculator is needed here, altho' it'd be handy in obtaining a graph of the log function. You'd be better off just learning and remembering the basic shape of that function.
\[\Huge\color{red}\checkmark\] as it never ever touch y-axis
@mathmale I do know! All I did was plug in 0 at first, and was trying to show him by saying that \[a^1\neq0\]
Have you graphed the log function yet? If not, please do so now.
so what is the answer?
@3mar
3 mar posted the graph
No fair. YOU decide what the answers are (there are more than 1!).
there is only one
Think only 1 answer is FALSE
All right...in the sense that only one of the four given answers is FALSE. (Same response as triciaal's).
ok c is false
\[\Huge\color{red}\checkmark\]
It'd better for A to be ]0,+oo[ as zero is not in our domain!
Thank you for the medal! I really appreciate that!
@3mar That is an incorrect mathematical notation. We often use the parenthesis to indicate that the domain is not included. We use brackets to indicate that it is included.
zero is in the domain the intercept is not 1
If x=0, then y=?? @triciaal
@triciaal 0 is not part of the domain.
not defined
in addition to that read the first option
so zero is not in the domain!
@3mar is correct. So (0, oo) is the correct form.
Yes that is what I am saying
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