CHECK MY ANSWER? is the variables in the table a direct variation, an inverse variation, both, or neither? x = 2, 5, 12, 20 y = 30, 12, 5, 3
i think its a direct variation
y=2x+2 maybe?
@dan815 can you help me with this when you get a chance?!
it cannnot be y=2x+2 because it doesnt satisfy the points, what i mean by that is the points they gave you when you sub into your equation, the left side doesnt equal the right side
As x gets larger, y gets smaller, right?
yes. but wait it is direct variation right??
What is your definition of "direct variation"?
when they both have a constant change
direct variation is where y=k x means y is propotional to x by a factor of k, if k is positive in this case you can see that when x increases y must also increase
But @veganbee the "direction" of the change matters.
if we think of some equation like this y=10/x now if x is increasing y should be getting smaller because you are dividing 10 by a larger and larger number
^ that is called an inverse variation
since y= k* (1/x)
ohhhhhh okay i understand that
can you try to figure out your equation
if we believe it is a inverse variation lets try to find our k in y=k/x
y=60/x .....
ok good
now that makes sense right.. try subbing in the different x values and see if you are getting the corresponding y value
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