find the equation to the table 2 $1.00 3 $2.00 4 $3.00 5 $4.00 6 $5.00
that is the table
find your slop first
find the slope by (y2-y1)/(x2-x1)
(2.00-1.00)/(3-2) this is your slope now solve for b in this equation y =mx +b
We have to look at the relation of the table we see that the price (y) increases by one each time x increases by one as well....Now we look across from x to y... \(\Large{-1}\) \(\LARGE{2 \rightarrow 1}\) \(\Large{-1}\) \(\LARGE{3 \rightarrow 2 }\) \(\Large{-1}\) \(\LARGE{4 \rightarrow 3 }\) \(\Large{-1}\) \(\LARGE{5 \rightarrow 6 }\) \(\Large{-1}\) \(\LARGE{6 \rightarrow 5 }\) We see that it decreases by one each time so our equation would be.... \(\Huge{y=x-1}\) Does it check out?
@newarf
yes it doe can you help me out with my second one
Sure ^^
2 $1.50 3 $6.00 4 $7.00 7 $9.00
Are there options for this one?
sadly no
This one is tricky
Im sorry but I do not know this one....I plugged them in and they did not create a linear line but it is a function....so im confused on this one :(
its ok u don't have to answer it
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