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In a table, how do I tell if it's linear, expodential, Inversly or dirrectly?
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|dw:1389741117840:dw|
First, if this is varying directly or indirectly, the table would have to follow y= kx or y=k/x (k=constant)
k cannot be 0
There is no values of k that satisfy the first point. k/1=0 -----> k=0 (But we said that k cannot be 0) So, this is not varying directly
is that the same thing as mx as in: y=mx+b
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Similar proof for why it can't be direct variation.
Ok..... So how do I figure out the rest?
Linear form is as you said: y=mx+b
If this follows the linear form, all points have to be on that equation.
first point: m+b=0 second point: 2m+b=2 third point: 3m+b=4
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is there a way to look at the table and immediatly know which one it is
and so on
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