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Mathematics 16 Online
KjSaif (kjsaif):

Help Proportional Relationships!

KjSaif (kjsaif):

zarkam21 (zarkam21):

Relationships*

OpenStudy (mathmale):

The simplest "proportional relationship" is y=kx, where k is a (constant). The graph of y=kx is a straight line that does NOT go thru the origin (0,0). You are given four tables. Which of them satisfies the above definitions / explanations?

KjSaif (kjsaif):

the first one does not go threw the origin

KjSaif (kjsaif):

So not proportional for first one?

KjSaif (kjsaif):

@mathmale

OpenStudy (mathmale):

Yes, you're correct; the points given in the first table do not relate to a line that goes thru the origin. You still have to check out the other 3 graphs. Please look up and type in the instructions for this problem. "Proportional Relationships" is not a question.

KjSaif (kjsaif):

Is the second one not proportional?

KjSaif (kjsaif):

I think the third is proportional.

KjSaif (kjsaif):

And 4th is proportional? @mathmale

KjSaif (kjsaif):

am i right?

OpenStudy (misssmartiez):

By just looking at the common factors, how they can evenly go into each other, and cross mutiplying, then I'd say yes.

OpenStudy (misssmartiez):

multiplying*

OpenStudy (welshfella):

divide each y value by the corresponding x value If its proportional each result of the division will be the same.

OpenStudy (misssmartiez):

Precisely as welshfella said. Another reasonable and easy way is by dividing it, seeing if it can turn out to be the same total.

OpenStudy (welshfella):

for example for D. y/x = 1/2 , 2/4 , 3/6 and 4/8 are they the same?

KjSaif (kjsaif):

Is this right?

KjSaif (kjsaif):

@mathmale

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