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To complete this project, each of us did the worked out one problem, and the other person checked that person's work. We were both in both of the videos,

and each of us was the lead speaker in one of them. We split the duties on the padlet, doing the side of the problem that we attempted. Marc uploaded the

videos and wrote this paragraph.

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No, assuming that the husband was

at the restaurant at 11:09, he did not

commit murder.

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PM

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9:00-9 hours is 12 am minus .825(60)

gives us...

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The time of death was 9.825 hours before 9:00 am, the initial time.

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Now that we have the entire equation, we will want to find when the body temperature was at the average living

body temperature of 98.6 f

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Given two temperatures at two times, we can manipulate Newton's law

of cooling to fit the situation

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T(t)=ne^kt +c

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Given a corpse's temperature at 9:00, and the temperature of the body at 10:00, use Newton's Law of Cooling to

Predict the time of death of a man's wife, and determine if he is indeed the murderer.

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A tutorial on how we

solved the problem

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A tutorial on how we

solved the problem

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The Trench Digger is best used for around 331.969 Feet.

The Horizontal Digger is best used for 164.706 ft.

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We are solving for distance x as

notated on the diagram above.

To get the distance that wiring

will be installed using the trench

digger, we will do 400-x.

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Using the Derivative to Find the Absolute Min.

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Using the Derivative to Find the Absolute Min.

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Multiply the cost for each method by the length of wiring (shown on the diagram) where each method will be used. Then take the derivative

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-There is a 400 ft path on a side of the golf course

-The wiring may be installed using a trench system alongside this path

-There is a 150 foot gap between the path and the location of the light

-The underground digger MUST be used under the course itself

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Red represents where wiring will have to run

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Trench Digger: $19/ft

Underground: $46/ft

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Find the cheapest way to run electricity from a transformer to a light at a local golf course, without disturbing the course

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Marc Bennett and Adam Younce