What is the logarithmic function modeled by the following table?
what grade are you in?
I have only learned a little bit of this, that's why I wondered if you were in a higher grade
I tried graphong the given functions, but none of them correspond to any of the points
@hero
So,you are unable to then assist with this question thus far?@macho14
yeah, I will try to do some research and see if I can figure this out, be back later
Oh okay,then.Thank you for helping either way @macho14 .
plug and chug first take the first coordinate (5,1) plug it as x and y into each of the four function equations the ones that do not make each side equal can be eliminated
tell me what you get
Wait to clarify,do you mean the letter choices or of the choices in the table provided,I am quite confused on how you worded it a little...?@snowflake0531
either is okay, it's just so I can check that you did it correctly P.S. I get a notification when you reply on a post, you do not need to @
Oh I didn't know that,thank you for clarifying on that though.
Plug and chug is not the fastest actually because you have to plug three values into each option. Graphing is faster.
graphing is usually not an option during a test, it's good to know how to do it by hand
Not necessarily true that graphing isn't an option on tests. Yes good to learn to do it by hand if graphing is somehow not an option.
Plug and chug is more of a last resort in this case. As in, you have no other options so you have no choice but to plug and chug.
I figured it out
I know the answer now
just studied up on some stuff
tell me what you think it is @goldwing
also I agree with hero, the plug and chug method is very long
graphing is much quicker for logarithmic functions
the plug and chug method took me approximately five seconds, and it would probably take me two minutes to graph but 👌 feel free to choose your route, I'm out ✌️
ah, I guess I just work quicker on a graph, that's cool tho
Well Snow everyone has there own method of solving things. You think that method is good and hero things the opposite. There both methods that will get you to your answer no matter what.
How about Hero you can show the user your way and snow show the user your way so then the user could solve either way.
can you literally stop
lol, this dude just wants help, let's quit debating
\[f(x)=\log_{5} x=\frac{ \log ~x }{ \log 5}\] if x=5,f(x)=? if x=25,log 25=log5^2=2 log5 f(x)=? ..........
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