Help please
@Vocaloid @pooja195 Masters of Math.
^ @JustSaiyan
I don't Math. I do everything else.
I'm not sure if this will help... |dw:1510255136147:dw|
To figure out if it is a function you can use the vertical line test.
|dw:1510255263246:dw| We know that this is a function because the lines do not hit the points twice
Can you figure out whether it is one to one or not?
Sorry I was afk
Okay so the first graph is function?
good, it's a function
then apply the horizontal line test to see if it is one to one or not
it is not one to one
good, so it would be "function but not one to one"
repeat these steps for the circle graph
circle is not a function
good so you would write "not a function" there's no need to do the horizontal line test in this case
wait is this for the second graph with little circles on it or the one big circle
OH
look at the two pictures I posted
yeah it would be for the big circle
for the second one it would be one to one function
it doesn't pass the horizontal line test
ohh not a function
it's a function (passes vertical) but not one to one (fails horizontal)
actually it is a function but not one to one
anyway, for the last one, (the straight line) what do you think?
one to one function
awesome
so the first graph is function but not one to one the second is one to one function the third is not a function the fourth is not a function and the fifth is one to one function
when you say "second one" are you talking about the one with the little open/closed circles?
yes
they should be in order :S
second function is not one to one (fails horizontal line test)
so it is a function but not one to one
yes
ok I might be a little scatterbrained today but I only see 4 functions
I'm sorry my fault
\(\color{#0cbb34}{\text{Originally Posted by}}\) @zarkam21 so the first graph is function but not one to one the second is one to one function the third is not a function the fourth is not a function and the fifth is one to one function \(\color{#0cbb34}{\text{End of Quote}}\)
Now it should match up
the third one (the curvy line) passes both the horiz and vert line tests
so the third is a one to one function
everything else is good
I'm going to go pick up my lunch I'll be back in like 20 mins
I am back
So for reasoning that needs to be provided... I wrote for function but not one to one that it is so because it fails the horizontal line test
@Vocaloid
yes, that is sufficient
and for the one to one functions I just wrote that there is one value that satisfies each point
I'm not sure exactly what you mean by that
are you saying that there is exactly one y for every x?
yes
Let me re-word that.
I am being a bit clumsy
This is a one to one function which means that for every x value there is a y value.
Sufficient?
yes, be sure to specify that they are "unique" values
every x gets a unique y, so no y-values repeat themselves for the entire function
Okay so for not a function just say that does not pass the horixontal and vertical test
good
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