Can someone help me to see if I got this right ?

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Can someone help me to see if I got this right ?

Mathematics
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ok one moment
The help video they just gave me doesn't even tell us how to even do that kind problem it's everything else but those kind of problems
I know it's going to be 1 but I can't just put 1
are you familiar with finding the slope?
Not asking for the slope though and no.
well with finding any linear function, you find the slope first
all linear equations are in the form y = mx+b m = slope b = y intercept
See the video didn't say that...
what is the video saying (summarize it the best you can)
It was in the help section when I clicked it and it's input output tables and she just shows you how to find the missing numbers nothing about what in my work this is the video https://www.youtube.com/watch?v=y_aaOS6Q2qo
ok let me watch it
Frustrates me that they play students like this .They link a video and it's nothing on the problems about how to find N or anything like that ...
A big vague how she says "the rule is 3" at 41 seconds
Yea but when I do what she does it tells me I'm wrong on almost every single one I have to use those signs that you see on the right hand side of the picture.
ok so the video doesn't help with finding the nth term
That's what I said lol
yeah I'm just confirming. Anyways, as the inputs increase by 1, what's going on with the outputs?
its decreasing
by how much?
By 1 so the answer is going to be 1
I want to put 1-n-1 but I can't or 1xn-1
the x values (the inputs) are increasing by 1 the y values (the outputs) are decreasing by 1 (so we say -1) the slope is equal to the change in y over the change in x \[\Large \text{Slope} = \frac{\text{change in y}}{\text{change in x}}\] \[\Large \text{Slope} = \frac{-1}{1}\] \[\Large \text{Slope} = -1\] make sense?
so it would be -1 over 1?
yes which reduces to -1
so the final answer is -1 over 1 - 1? or just -1 over 1
-1 is just part of the answer
m = -1 is our slope. It tells us how things are changing
pick any pair of input and output values say x = 1 and y = 5 we will plug m = -1, x = 1 and y = 5 into y = mx+b and solve for b
y = mx+b y = -1*x+b ... replace m with -1 y = -1*1+b ... replace x with 1 5 = -1*1+b ... replace y with 5 now solve for b
6?
yep
m = -1 and b = 6 so y = mx+b turns into y = -1*x + 6 which is simplified to y = -x+6
now if you replace the x with n (changing variables is perfectly valid) we go from `-x+6` to `-n+6`
so the final answer is -n+6?
so the nth term is `-n+6` example: replace n with 4 and you'll get `-n+6=-4+6 = 2` which is exactly the output for the input of 4
correct
Thank you!
you're welcome

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