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Which table of values reflects a direct variation?
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Hi! Which one do you think is the answer?
Direct variation is of the form \(y=kx\) where k is any constant
which of those is gonna act like y=kx
@Mehek14 , I really am confused on this , I do not know.
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ok look at the first table
can you identify its function?
how is it increasing?
X is going 1, 2, 3 , going up.
it's going exponentially \(1^2=1\\2^2=4\\3^2=9\)
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that is an indirect variation, so it can't be your answer
Ahh, Ok.
let's look at B
how is it increasing each time?
1x2 2x2 3x3
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3x2*
no it's y=2x \(y=2*1=2\\y=2*2=4\\y=2*3=6\)
so that is a direct variation \(\ddot\smile\)
Ahhhhhhhhhh, Ok, Thank you ! :)
yw
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