Answer: Operations and maintenance
Explanation:
A municipal bond, is simply a bond that is issued by a either a territory, its agency or the local government, to help finance public projects like infrastructure, airports, roads, schools, and seaports.
Therefore, when a municipal bond has a net revenue pledge, the first item that gets paid from the revenue received will be for Operations and maintenance.
Organizational inertia is simply known to be the ability or strength of an organization to create internal changes in the midst of an important external changes. This is known as Organizational inertia
- An organization inertia often increase or takes place step by step in the organization's actions. The organization therefore suddenly reacts based on past experiences and strongly resists against changing.
It is the ability of a mature organization to still stand on its main trajectory. This inertia is made up of two elements. They are resource rigidity and routine rigidity
Incumbent firms favor incremental innovation over radical innovation because radical innovation often obstruct or disturb the existing power distribution that takes place in the firms.
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Answer:
$37,760
Explanation:
The income for the current operation, without further processing, is given by:
![I_1 = 19,200*\$21.20\\I_1=\$407,040](https://tex.z-dn.net/?f=I_1%20%3D%2019%2C200%2A%5C%2421.20%5C%5CI_1%3D%5C%24407%2C040)
If the product is further processed at a cost of $11,200, the company would sell 11,200 units at $31,80 each and 5,200 at $19.20 each, for an income of:
![I_2= 11,200*\$31.80+5,200*\$19.20-\$11,200\\I_2=\$444,800](https://tex.z-dn.net/?f=I_2%3D%2011%2C200%2A%5C%2431.80%2B5%2C200%2A%5C%2419.20-%5C%2411%2C200%5C%5CI_2%3D%5C%24444%2C800)
Therefore, the incremental net income of processing further would be:
![\Delta I=I_2-I_1=\$444,800-\$407,040\\\Delta I=\$37,760](https://tex.z-dn.net/?f=%5CDelta%20I%3DI_2-I_1%3D%5C%24444%2C800-%5C%24407%2C040%5C%5C%5CDelta%20I%3D%5C%2437%2C760)
The incremental net income would be $37,760.
Answer:
Consider the following analysis.
Explanation:
The above regression is a normal probability plot to check the assumption that the errors have a normal distribution.
In normal probability plots, deviations from a straight line suggest departures from normality.
By looking at the plot, we can say that the assumption of Normality is not appropriate with the data.