Which graph shows a proportional relationship?
A proportional relationship will be a straight line graph.
where the line is not vertical...
okay, can you eliminate any candidates on the basis that the points do not lie on a straight line?
It dose not let me
What do you mean, it does not let you? Look at each of the 4 graphs. Are any of them sets of points which do not fall on a straight line? Put a ruler on your screen and check.
Well, you don't seem to be active, so I'll just describe what you need to do. a proportional relationship will be one of the form \(y = kx\) where \(k\) is the constant of proportionality (or the constant of variation is another term for it) Only one of those graphs will fit such an equation.
wait i dont get it war do you mean
Tell me what of that you don't understand.
all of it
Okay. A proportional relationship (also known as direct variation) will be of the form \(y = kx\) where \(k\) is a constant. Does that remind you of the equation for a line?
oo ok ya it the 2nd one
Yes, only the second one has the points in a straight line which goes through the origin and is not vertical.
ooo ok thanx
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