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# exponential help

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this isn't really homework, just something i'm fiddling with.

let's say 100% of all people earn a dollar or more;

and 90% of all people earn 10 dollars or more;

and 50% of all people earn 20 dollars or more;

and 33% of all people earn 30 dollars or more;

and no one earns more than 40 dollars;

can you write an equation that goes though the other values? (can you compute say 2 dollars or more?)

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So 10% earn between 1 to 9 (assuming integer values). I don't see anything that says those 10% can't all be making \$9 or all making \$1 or any mix between.

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I have no idea dude

Maths has never been my scope of interest and I cannot help you with composing equation.
What if you address the right people who can help you with it. It is unlikely that you will get answer on the forums.

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not without assuming something about the population.

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Yeah, it's a little vague.

I'm rusty on math, but I don't think there are any continuous and differentiable functions that are zero everywhere except for a specific region.

If it doesn't have to be differentiable, you could just construct a composite function with linear parts or maybe stitch together bezier curves.

If it doesn't have to be continuous except for the region between \$1 and \$40, you could just use something like f(x | a, b, c, d) = a*e^[-(x - b)^c / d] and solve for a, b, c, d.

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Math is not my pathion at all(

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