Wouldn't you need to know the number in the jar before any of them died?
2006-10-08 10:02:02
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answer #1
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answered by Anonymous
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Let t be the number of days that have passed since the first day, and d be the number of bugs that have died after t days.
You want a linear model, so d=mt+b, where m and b need to be determined.
13 bugs die per day, so m=13.
40 bugs die the first day, so d=40 when t=0. Therefore, b=40.
It follows that d=13t+40.
2006-10-08 09:44:45
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answer #2
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answered by James L 5
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y= -13x+40
-13x is by how much it dcreases each day and 40 is the satrting point on the y-axis
y-axis= how many bugs have died
x-axis= the days
0- 40
1- 27
2- 14
3- 1
4- -12
it would be something like, assuming there would be 83 in the jar to begin with. i think.
2006-10-08 09:54:36
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answer #3
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answered by Raven 3
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let d equal the day, and b equal the number of bugs that have died.
b = 40 + 13(d-1)
b = 40 + 13d - 13
b = 13d + 27
2006-10-08 09:47:18
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answer #4
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answered by Anonymous
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b-40-[x(13)]=0
b equals number of bugs. x is the number of days until all the bugs are gone. hmm...is it even possible 4 that to be linear?
2006-10-08 09:51:48
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answer #5
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answered by calgrlzrockharder 2
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I am not sure but this might be it
you graph the first piont at 40
then you up 13 over 1
i am pretty sure that is how it is done
2006-10-08 09:45:49
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answer #6
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answered by Emily S 1
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i would write this as 40x(40 that die on the first day)times 13y for the bugs that die after every day. so the whole thing looks like this.....
40x+13y
2006-10-08 09:50:40
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answer #7
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answered by hummel kid 3
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x= number of days gone by
y= number of bugs that have died so far
y=13x+40
2006-10-08 09:46:07
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answer #8
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answered by bruinfan 7
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