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Math Tidal Flows - Statistics Project Example

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You have data in the form of a graph detailing the amount of water that has flowed into the lake from the river over a fourteen-day period.
2. Estimate the average rate of…
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Math Tidal Flows project
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Member1: Day 4, Member2: Day 6, Member3: Day 8, Member4: Day 10 The water flow is increasing from Day 1 to Day 14. There is no day when the flow is less than from the previous day. So we can say that all the time periods from day 1 to day 14 the rate at which the water is flowing is increasing. 7. Your group’s client is considering building a small hydroelectric plant near the mouth of the river. For the project to be feasible, the plant needs to be able to operate at full capacity at least 70% of the time and at reduced capacity at least another 15% of the time.

To operate at full capacity, a flow rate of at least 200 million gallons per day is required. However, if the flow rate rises above 400 million gallons per day, the equipment is stressed, and the plant must close down. If the flow rate is too small for full capacity operation, the plant can still operate at reduced capacity as long as the flow rate remains above 125 million gallons per day. We can see from the above results that water flow is increasing day by day. The minimum flow can be achieved in 4 days to operate at full capacity.

Since the flow has no tendency to decrease so it will reach at 400 million gallons in approximately 20 days and after than the plant has to be close down. So it is better to empty the equipment so that the maximum capacity will be near to 400 million gallons in order to run this. It is not better to invest in this because we need more resources and equipment to set up this

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