@silveralchemist09 The graph below was draw with output on the vertical axis and input on the horizontal axis. What does this graph indicate about the relationship between the input and output?
Is this multiple?
@563blackghost no its an essay type question no i do not plagiarize
Well the output is \(\large{y}\) and the input is \(\large{x}\) so it would be setup like this \(\Large{(x,y)}\) Now since we know of this only for this graph to have a horizontal slope it would have to have different inputs while the outputs are the same.... Ex. \(\LARGE{(8,-2)}\) \(\large{and}\) \(\LARGE{(-10,-2)}\) As long as the input or \(\large{x}\) is different and the output or \(\large{y}\) is the same then it will be a horizontal line....
That would be the relationship of the input and outputs...
It represents a region where the output doesn't change in response to the input.
for some reason half of what you said came out as math processing error @563blackghost
:P @silveralchemist09 basically summed up what I wrote ^^ ooo one sec....
Well the output is y and the input is x so it would be setup like this (x,y) Now since we know of this only for this graph to have a horizontal slope it would have to have different inputs while the outputs are the same.... Ex. (8,−2) and (−10,−2) As long as the input or x is different and the output or y is the same then it will be a horizontal line....
@563blackghost thank you i think i get it
No Problem :) good luck on writing your short-essay for this problem ^^ If you ever need help in the future and see me on just tag me in your question xD
ok lol @563blackghost
@KamiBug ok i tagged you
Was I correct? @KamiBug
Yes, @563blackghost and @silveralchemist09 are correct. :) They basically gave you the answer. :P As x (input) increases or decreases, y (output) stays the same/constant.
@KamiBug ooooohhhh now i understand thanks @563blackghost @silveralchemist09 and @KamiBug
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