Workforce Scheduling


1. Explain the importance of correctly stating the objective function and constraints in linear optimization problems. Using examples from your professional experience, describe the problems that could result if the objective function and constraints are not stated properly. Why did these problems arise? 

2.  Describe a workforce scheduling, a blending, and a logistics problem facing your current organization or industry. What is being optimized in each of your examples and why? How do linear optimization techniques differ from decision tree analysis? Which are more applicable to the examples you identified? Support your response with rationale from the readings. 

Please complete in APA format and include citations.


1. Write a short paragraph about the number (e). The origin of this number, the properties of natural exponential function f(x) = e^x

2. Write about the properties of definite integrals, the relation between under the graph of the function and the integration. Give examples to prove your ideas. Use the graph of each case to prove your point of view.

3. Write about the relation between differentiation and integration. Use different examples to explain your point of view.


Discuss the impacts of democracy in the modern world in less than 300 words.

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