Determine the required resistance in units of ohms [Ω] that will meet the following criteria. Using the resistors shown in the graph, create a combination of resistors in either series or parallel that will meet the criteria as closely as possible without exceeding the required amperes.  Assume you have

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Determine the required resistance in units of ohms [Ω] that will meet the following criteria.

Using the resistors shown in the graph, create a combination of resistors in either series or parallel that will meet the criteria as closely as possible without exceeding the required amperes. 

Assume you have one of each resistor available.

Choose the desired resistors and configuration from the list.

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You want the resistor to provide 1050 watts [W] of power when using a current of 20 amperes [A].

 
The image is a graph illustrating the relationship between Voltage (V) in volts and Current (I) in amperes for three different choices, labeled Choice #1, Choice #2, and Choice #3.

- **Axes**: 
  - The vertical axis represents Voltage (V) measured in volts.
  - The horizontal axis represents Current (I) measured in amperes.

- **Lines**:
  - **Choice #1**: Represented by a black dashed line. The equation for this line is \( V = 9I \), indicating a linear relationship where voltage is directly proportional to current with a constant of proportionality of 9.
  - **Choice #2**: Depicted by a solid blue line. The equation for this line is \( V = 2.2I \), also showing a linear relationship, but with a different proportionality constant of 2.2.
  - **Choice #3**: Shown as a dotted orange line. The equation is \( V = 0.45I \), again indicating a linear relationship with a proportionality constant of 0.45.

- **Legend**: The graph includes a legend in the upper left corner indicating which color and style correspond to each "Choice" line.

This graph is useful for understanding how different proportionality constants affect the relationship between voltage and current in various scenarios or components.
Transcribed Image Text:The image is a graph illustrating the relationship between Voltage (V) in volts and Current (I) in amperes for three different choices, labeled Choice #1, Choice #2, and Choice #3. - **Axes**: - The vertical axis represents Voltage (V) measured in volts. - The horizontal axis represents Current (I) measured in amperes. - **Lines**: - **Choice #1**: Represented by a black dashed line. The equation for this line is \( V = 9I \), indicating a linear relationship where voltage is directly proportional to current with a constant of proportionality of 9. - **Choice #2**: Depicted by a solid blue line. The equation for this line is \( V = 2.2I \), also showing a linear relationship, but with a different proportionality constant of 2.2. - **Choice #3**: Shown as a dotted orange line. The equation is \( V = 0.45I \), again indicating a linear relationship with a proportionality constant of 0.45. - **Legend**: The graph includes a legend in the upper left corner indicating which color and style correspond to each "Choice" line. This graph is useful for understanding how different proportionality constants affect the relationship between voltage and current in various scenarios or components.
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