How to Create an Equation for Handling Charges Based on Computer Cost

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Homework Help Overview

The discussion revolves around creating an equation to determine handling charges based on the cost of computers. The original poster outlines specific cost ranges and corresponding handling charges, expressing confusion about how to formulate this into a coherent equation.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the need to define variables clearly, questioning what the dependent variable should be in the equation. There is mention of the discontinuous nature of the proposed equation due to the handling charge changes at specific price thresholds.

Discussion Status

Some participants have provided insights into the nature of the equation, suggesting that a piecewise function may be appropriate due to the discontinuities. The original poster is seeking further clarification on piecewise functions and how to apply them to their problem.

Contextual Notes

The original poster expresses a lack of understanding regarding piecewise functions and is looking for additional guidance on this topic. There is an indication of uncertainty about how to structure the equation based on the provided cost ranges.

stufine
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I can't figure this one out. It sounds simple but I can't get anything to work.

If a computer costs 300-399 charge 2.00 handling charge.
If a computer costs 400-499 charge 2.50 handling charge.
If a computer costs 500-599 charge 3.00 handling charge.

So for every hundred add $.50.

$1-$100 add .50
$101-$200 add 1.00
$201-$299 add 1.50

So part of the equation could be 2.00+.5x this part will work if I can get x to equal 1,2,3.

As you can see I am completely confused on how to do this. Any help will be appreciated.
 
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First of all, you should decide what y and x should be. Y is dependent of what x is. Is y the handling charge or the total price? What will x be in that case?
 
The "equation" for this is actually going to be discontinuous. When x goes from 399 to 400, y jumps from 2.00 to 2.50.

These kinds of equations cannot be cast in the form y = ax + b, because of those discontinuities.

The best way to describe this relationship would be to use a piecewise function. Do you know what those are?

- Warren
 
I don't know what piecewise functions are. I will look up what they are and see if I can figure it out. Any pointers you could give would be very appreciated.
 

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