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clarence jackson

clarence j.

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A 2 kg ham costs $19/kg. Find the cost per pound.

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For this assignment, you will create a folder which contains the programs and then zip the folder along with the screenshot of the successful run, for submission to blackboard. Please be sure to document your program appropriately. You must rename the file using your last name followed by your first name followed by a dash followed by the assignment name (For instance, this is homework4, so I’d turn it in as AbbasFaisal-Homework4.zip) (50%) Part I: Write a program that reads a given directory (on the command line) and searches for files that match using some or all of the following: 1. (10%) If a user enters –name use the next argument (after name) as the name of the file or directory you search for 2. (10%) If a user enters –R the search should be recursive (not otherwise) 3. (10%) If a user enters –uid use the next argument (after uid) as the UID to search for (only select files owned by the given uid) 4. (20%) if a user enters –type use the next argument (after type) as the type of file to search for (only include files of that given type – for instance regular files, directories, block files, etc.) (50%) Part II: Write a program that recursively prints out all the full paths of all directories and files in a given directory that uses forks (the children) to do the recursive methods. 1. (10%) Each process should print out their directory and all regular files in their directory 2. (10%) All (children and parent) should contain a program that runs upon its exit indicating that it is dying (indicate directory). 3. (20%) If a directory has a subdirectory, fork a child to recurse into the subdirectory. Note that means the parent stays in the current directory and the child does the subdirectory call. 4. (10%) Maintain a counter and make sure not to leave any zombies around… each parent should wait for its children before exiting. Extra credit (5%) Part I: (3%) Create a mechanism for the search to use the size of the file: I want to see lt, gt and eq (you can use all three at the same time) Part II: (2%) Consider the performance of Part II. Create a version that doesn’t fork and compare the time it takes to run both… you should run each program several times to ensure accurate results. The major answer you want to ask “Does adding the fork make for better performance?” in c language

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Name the audit criteria used to test the usefulness of performance information

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WVUHS X XCA Exams Fall 2024 Lecture Exam 2 Wednesday October 2, 2024 14. Listeria monocytogenes and Corynebacterium diphtheriae are Ononspore-forming gram-positive rods Ofacultatively-anaerobic gram-negative rods O gram-negative cocci Ogram-positive cocci O obligate intracellular gram-negative rods

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The first-order logic formula $\forall x \ A(x)$ is

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The first animals to venture out of the water were Question 9Answer a. reptiles. b. bony fishes. c. amphibians. d. Florida walking catfish. e. gulper eels.

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What is a likely outcome when a price floor is set above the market equilibrium price for a product? * A. Consumers rush to buy products once they learn of the price increase. B. Some suppliers increase production to meet the higher price. C. A surplus of the product is created. D. The quality of the product improves due to increased demand.

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Consider two markets: the market for waffles and the market for pancakes. The initial equilibrium for both markets is the same, the equilibrium price is $6.50, and the equilibrium quantity is 35.0. When the price is $9.75, the quantity supplied of waffles is 57.0 and the quantity supplied of pancakes is 101.0. For simplicity of analysis, the demand for both goods is the same. Using the midpoint formula, calculate the elasticity of supply for pancakes. Please round to two decimal places. Supply in the market for waffles is more elastic than supply in the market for pancakes. less elastic than supply in the market for pancakes. There is not enough information to tell which has a higher elasticity. the same elasticity as supply in the market for pancakes.

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Name: 2. $f(x) = \log_3(x - 1) + 2$ Domain: Range: y-intercept: Asymptote: Inc Interval: Pd: Dec. Interval: End Behavior: 4. $f(x) = -\log_{1/2}(x + 5)$ Domain: Range: y-intercept: Asymptote: Inc Interval: Dec. Interval: End Behavior:

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Question 2 0/5pts A small cart of mass 4 kg is launched from a spring. It passes a small patch of rough surface and goes on to a rough curved track of unknown length and passes over the top of the track. If the velocity of the cart at the top of the curve track is 2 m/s, the velocity of the cart when it was at the bottom of the curved track was 10 m/s, and the height of the track is 2.68 m, what is the magnitude of the negative work done by the force of friction from the rough curved track in joules? Use $g = 9.8 \text{ m/s}^2$ in your calculations and retain your answer to two decimal places.

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