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@kx2bay hey i have one more question and i don't think anyone would understand it but u
Two different relationships are shown below. Relationship 1: y = 8x Relationship 2: a) Identify each relationship as direct or inverse variation. b) Calculate the constant of each relationship and explain how you arrived at your answer.
hey housekill, somehow the image shows only the points from a curve, are u sure this is the right image for this question?
yea thats the one it shows in the question
why is it not usable liek does it not make sense or something ?
so the image is for relationship 2 right?
yea i need to know what relationship 2 is and that image is in the question so i think so
that looks like a curve, let me think what the formula is, but I can help u answer the first question
what the one that says identify each relation ship as a direct variation ?
in the first relationship y = 8x, u can see that as the value of x increases so does the value of y so this is called Direct Variation
for the second relationship, if you notice as X moves to the right, i.e. increases, Y moves down, i.e. decreases, so this is Inverse variation, ok?
is that for the first one ofr second one ?
ok, I got the equation for the second relationship, it is y = 8 / x and if u use the points on the graph and substitute each X with a value u will get the corresponding Y
the answer to ur above Q is - for the first one
but the first relationship is y=8x are they sup post to be that alike
now about calculating the constant, am not sure if they are referring to the 8 or the Y intercept, so please ask someone else to verify that, may be @ganeshie8 can help???
It says the calculate the constant of each relationship so like i think which one stays the same
so if refashionship 2 is y = 8 / x i think 8 is the constant right ?
I know I also think so, it is 8 but please confirm also with some one else
@ganeshie8 can u help please?
okay @Miracrown can u tell us if 8 is the constant of y = 8x and y = 8 / x
@ganeshie8 can u verify that
oh yes @Miracrown is good
Relationship 1: y = 8x Relationship 2: y = 8/x
yea so the constant is 8 right
constant of variation for first relationship is 8 const of variation for second relationship is 8
compare them wid standard equations : \(y = kx\) \(y = \dfrac{k}{x}\)
okay thank you we just needed someone to verify that for us
np :) http://www.regentsprep.org/Regents/math/algtrig/ATE7/Inverse%20Variation.htm
@Miracrown nvm we got the answer
That's great! :-]
@kx2bay okay how are they different from each other i know there similar because they have the same constant
@kx2bay u there ??
@ganeshie8 can u tell me how y=8x is different from y=8/x
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