Question: please help. i have to funish this beforw midnight tonight. thank you please do all! 2) Develop a strategy map and solve the following problems.

please help. i have to funish this beforw midnight tonight. thank you
please help. i have to funish this beforw midnight tonight. thank you
please do all! 2) Develop a strategy map and solve the following
please do all!

2) Develop a strategy map and solve the following problems. For this workshop, do a map even if you know how to do the problem. a) The pie-fight scene in Blake Edwards' The Great Race, which, by the way, is the best pie-fight scene Hollywood ever filmed, takes about 4 minutes and 24 seconds to watch. Professor Fate (the villain) threw one pie every 4 seconds; Max (Professor Fate's villainous sidekick) threw one pie every 6 seconds; the king (who is a dead ringer for Professor Fate), Hezekiah (the Great Leslie's [good guy] sidekick), the chancellor, and 8 bakers each threw one pie every 8 seconds. Miss DuBois (the fair maiden who refuses to be in distress) could only manage to throw one pie every 12 seconds as she spent most of the time being the target. How many pies were thrown? Hints How are the total pies thrown related to the pies each character throws? How does one find the individual pies thrown? b) If Snoopy shoots down the Red Baron 3 times a week and the Red Baron shoots down Snoopy 4 times a week, how many "aircraft (planes and doghouses) will have been shot down in 5 years? Hints How does one find the "aircraft shot down per week? To find a meaningful numerical solution, what must one do to either the time or the rate? (Note: slightly different numerical answers are possible.) c) Mercury Amalgamated, which was going to merge with the Hermes Hydrargyrum Holding Co. in 36 weeks, discovered that it needed to purchase photocopiers to take care of their needs until the merger. The company was going to choose one of two models. Model A costs $6000.00 per copier and $10.00 per day per copier to operate; the company would need 4 of them to meet its needs. Model B costs $9000.00 per copier but only $7.50 per copier per day to operate; the company would need only 3 of this model to meet its needs. Assuming that the company is trying to save money, which copier should it purchase? Hints What criterion will be used to find the answer? How does one find the total cost of each copier? How does one find the purchase cost of each copier? How does one find the operational cost of each copier? (note: the numerical contributions to the answer may vary based on an assumption that you have to make.) d) The hobbits Frodo, Sam, Merry, and Pippin were meeting at Frodo's house to play bridge. Although Sam lived the closest, he had to leave for Frodo's first because he had to walk. Merry and Pippin each rode one of a pair of identical twin ponies presented to them by King Eomer of Rohan. The ponies could run 3 times faster than Sam could walk. By chance, all three of the hobbits arrived at the same time, when they discovered that the time Sam had taken to arrive at Frodo's was equal to the times taken by the other two hobbits combined. Sam lives 3 miles from Frodo's. Merry lives 5 miles from Frodo's. Pippin took (pun intended) (read Tolkein's Lord of the Rings to understand the pun) 20 minutes to make the trip. How fast does Sam walk? Hints Have someone in the group draw a picture of what is happening. How does the distance that Merry and Pippin combined travel compare to the distance that Sam travels? How far does Pippin ride? How fast does Pippin ride? 2) Develop a strategy map and solve the following problems. For this workshop, do a map even if you know how to do the problem. a) The pie-fight scene in Blake Edwards' The Great Race, which, by the way, is the best pie-fight scene Hollywood ever filmed, takes about 4 minutes and 24 seconds to watch. Professor Fate (the villain) threw one pie every 4 seconds; Max (Professor Fate's villainous sidekick) threw one pie every 6 seconds; the king (who is a dead ringer for Professor Fate), Hezekiah (the Great Leslie's [good guy] sidekick), the chancellor, and 8 bakers each threw one pie every 8 seconds. Miss DuBois (the fair maiden who refuses to be in distress) could only manage to throw one pie every 12 seconds as she spent most of the time being the target. How many pies were thrown? Hints How are the total pies thrown related to the pies each character throws? How does one find the individual pies thrown? b) If Snoopy shoots down the Red Baron 3 times a week and the Red Baron shoots down Snoopy 4 times a week, how many "aircraft (planes and doghouses) will have been shot down in 5 years? Hints How does one find the "aircraft shot down per week? To find a meaningful numerical solution, what must one do to either the time or the rate? (Note: slightly different numerical answers are possible.) c) Mercury Amalgamated, which was going to merge with the Hermes Hydrargyrum Holding Co. in 36 weeks, discovered that it needed to purchase photocopiers to take care of their needs until the merger. The company was going to choose one of two models. Model A costs $6000.00 per copier and $10.00 per day per copier to operate; the company would need 4 of them to meet its needs. Model B costs $9000.00 per copier but only $7.50 per copier per day to operate; the company would need only 3 of this model to meet its needs. Assuming that the company is trying to save money, which copier should it purchase? Hints What criterion will be used to find the answer? How does one find the total cost of each copier? How does one find the purchase cost of each copier? How does one find the operational cost of each copier? (note: the numerical contributions to the answer may vary based on an assumption that you have to make.) d) The hobbits Frodo, Sam, Merry, and Pippin were meeting at Frodo's house to play bridge. Although Sam lived the closest, he had to leave for Frodo's first because he had to walk. Merry and Pippin each rode one of a pair of identical twin ponies presented to them by King Eomer of Rohan. The ponies could run 3 times faster than Sam could walk. By chance, all three of the hobbits arrived at the same time, when they discovered that the time Sam had taken to arrive at Frodo's was equal to the times taken by the other two hobbits combined. Sam lives 3 miles from Frodo's. Merry lives 5 miles from Frodo's. Pippin took (pun intended) (read Tolkein's Lord of the Rings to understand the pun) 20 minutes to make the trip. How fast does Sam walk? Hints Have someone in the group draw a picture of what is happening. How does the distance that Merry and Pippin combined travel compare to the distance that Sam travels? How far does Pippin ride? How fast does Pippin ride

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