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Answer :
The arc of 180 units of output in the graph is $330.
The arc of 180 units of output in the graph above is $330. This can be calculated using the following formula:
Code snippet
arc_length = (total_output * arc_value) / 360
Use code with caution. Learn more
In this case, the total output is 428 units, the arc value is $330, and the number of degrees in a circle is 360. So, the arc length of 180 units of output is calculated as follows:
Code snippet
arc_length = (428 * 330) / 360 = 330
Use code with caution. Learn more
Therefore, the arc of 180 units of output in the graph above is $330.
Here is a 200-word explanation of the calculation:
The arc length of an arc is the length of the curve that makes up the arc. It is measured in degrees or radians. In this case, we are given the arc value, which is the amount of output that is represented by one degree of arc length. We are also given the total output, which is the total amount of output that is represented by the entire circle. We can use these values to calculate the arc length of 180 units of output.
The formula for calculating the arc length of an arc is:
Code snippet
arc_length = (total_output * arc_value) / 360
Use code with caution. Learn more
In this case, the total output is 428 units, the arc value is $330, and the number of degrees in a circle is 360. So, the arc length of 180 units of output is calculated as follows:
Code snippet
arc_length = (428 * 330) / 360 = 330
Use code with caution. Learn more
Therefore, the arc of 180 units of output in the graph above is $330.
Learn more about Arc length
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