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I know there are some number crunchers out there.
1 posted on 08/16/2004 2:43:51 PM PDT by Conservomax
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To: Conservomax

AAAACCCK! Calculus = Marty repellant.

2 posted on 08/16/2004 2:48:15 PM PDT by martin_fierro (Humor me.)
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To: Conservomax

http://id.mind.net/~zona/mmts/functionInstitute/linearFunctions/linearFunctions.html

A cut and paste should do it for you. Have fun!


3 posted on 08/16/2004 2:48:39 PM PDT by Camachee (`)
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To: Conservomax

what's m?

F(x) = (m+4)x


4 posted on 08/16/2004 2:49:34 PM PDT by WOSG (George W Bush - Right for our Times!)
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To: Conservomax

What are you solving for? The slope? F?


5 posted on 08/16/2004 2:49:44 PM PDT by RightWhale (Withdraw from the 1967 UN Outer Space Treaty and establish property rights)
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To: Conservomax
F(x) = mx + 4x or
y=(4+m)x . . . It's a straight line through the origin with slope 4+m
6 posted on 08/16/2004 2:49:48 PM PDT by LibWhacker
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To: Conservomax
f(x)=mx + 4x... um.. I think there is something wrong with how that is written. Since m is a constant, you can rewrite the function as f(x) = (m+4)x, and since m is an arbitrary constant, it could very well be f(x) = mx.
7 posted on 08/16/2004 2:50:26 PM PDT by Frohickey
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To: Conservomax

You have a single equation with two unknowns, m and x. It takes two equationa to solve this. Conventionally, m would be defined in the second equation as a constant. For example, the second equarion could be m=1.

Then your original equation would be simplified to y=(1+4)x or y=5x. That plots as a straight lice through the origin with a slope of 5.


9 posted on 08/16/2004 2:56:12 PM PDT by LOC1
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To: Conservomax

http://people.hofstra.edu/faculty/Stefan_Waner/RealWorld/tutorialsf0/frames1_3.html


10 posted on 08/16/2004 2:57:48 PM PDT by hflynn
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