Question: You will set up a model to use to calculate what is an optimal period for closing a gas power plant, since a new well

You will set up a model to use to calculate what is an optimal period for closing a gas power plant, since a new well will be drilled to increase production, given current production and gas prices. During the entire drilling period, production must be shut down completely, and it is set to T number of days. The production is 150 mcf daily, and it is expected that after production, after drilling, it will be 150 + M mcf, where M is set to three possible outcomes, namely m = {100,200,300}. Solve this for all three possible solutions. You will find the three solutions that provide the most profit for the gas power plant after it has been closed and has a new production. You can start in the middle or end of a month at the start for stoning the gas power plant. (For example, a close in May 10 will look like months 5.33) Gas prices average per month: January 6 USD / mcf. February 8 USD / mcf. March 6.5 USD / mcf. April 4.6 USD / mcf. May 3.5 USD / mcf. June 4.6 USD / mcf. July 5.4 USD / mcf. August 4.9 USD / mcf. September 5.3 USD / mcf. October 6.7 USD / mcf. November 8 USD / mcf. December 9 USD / mcf.

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