Course Title: ISCOM/370- Strategic Supply Chain Management Topic-Statistical Process Control Write a

Course Title: ISCOM/370- Strategic Supply Chain Management

 

Topic-Statistical Process Control

Write a 1,050- to 1,400-word paper that includes the following:

Describe the company and the product or service that is being analyzed.

Define statistical process control.

Explain how statistical process control process may be used to improve the product or service quality.

Identify and explain at least two quality tools that you would use to quantify the quality improvement.

Explain why process capability is important and describe one way the company may measure its process capability of the product or service chosen.

Cite your references.

 

Format your paper consistent with APA guidelines.

    • Posted: 4 years ago
    • Due: 29/11/2015
    • Budget: $20

     

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    operating system 24 – The Nursing Hub

    Consider the following algorithm that provides a solution to the 2-process critical section problem.
    Considering each statement to be atomic (i.e., no need to dig into low level assembly code). Specify which of the following requirements are satisfied or not by this algorithm. If it is satisfied, explain why (with line numbers). If it is not satisfied, justify with a possible scenario by using two-column table (one column per process, interleaved execution with line numbers, see slide titled “Race Condition”). No credit if there is no justification, or justification without two-column table, or two-column without line numbers.
    a. (10 pts) Mutual Exclusion b. (10 pts) Progressc. (10 pts) Bounded Waiting
    Note: for interleaved execution, a process can execute any number of statements before scheduler context switches to another process.Hints: (a) mutual exclusion: while one process is already in critical section, can the other process get into critical section? (b) Progress: No one is in critical section and when both are interested to get into critical section, can at least one eventually get in?
    (c) Bounded waiting: process A is in critical section and process B stays outside. Is it possible that A gets out of critical section and then can re-enter critical section while B is still stuck outside of critical section?
    Consider the following code example for allocating and releasing processes (i.e., tracking number of processes),
    #define MAX_PROCS 1535int number_of_processes = 0;/* the implementation of fork() calls this function */ int allocate_process() {
    int new_pid;if (number_of_processes == MAX_PROCS)
    return -1;else {/* allocate process resources and assign the PID to new_pid */
    ++number_of_processes;_x000D_
    return new_pid;_x000D_

    1
    } }
    /* the implementation of exit() calls this function */ void release_process() {
    /* release process resources */ –number_of_processes;
    }
    a. (6 pts) Identify the race condition(s).b. (7 pts) Assume you have a mutex lock named mutex with the operations acquire() and release().the above code with acquire() and release() to prevent the race condition(s). No credit if no annotated code. c. (7 pts) Without adding any additional synchronization code (i.e., no mutex), could we replace the integer variable
    int number_of_processes = 0;
    with the atomic integer
    atomic_t number_of_processes = 0;(which implies we also replace ++number_of_processes and –number_of_processes with atomic_add() and atomic_sub(), respectively) to prevent the race condition(s)? Why or why not?
    3. (20 pts) In an operating system processes can run concurrently. Sometimes we need to impose a specific order in execution of a set of processes. We represent the execution order for a set of processes using a process execution diagram. Consider the following process execution diagram. The diagram indicates that Pr1 must terminate before Pr2, Pr3 and Pr4 start execution. It also indicates that Pr4 should start after Pr2 and Pr3 terminate and Pr2 and Pr3 can run concurrently.
    We can use semaphores in order to enforce the execution order. Semaphores have two operations as explained below.

    P (or wait) is used to acquire a resource. It waits for semaphore to become positive, then decrements it by 1.
    V (or signal) is used to release a resource. It increments the semaphore by 1, waking up the blocked processes, if any.Let the semaphores s1, s2, and s3 be created with an initial value of 0 before processes Pr1, Pr2, Pr3, and Pr4 execute. The following pseudo code uses semaphores to enforce the execution order_s1=0; s2=0; s3=0;Pr1: body; V(s1); V(s1); Pr2: P(s1); body; V(s2); Pr3: P(s1); body; V(s3); Pr4: P(s2); P(s3); body;It is obvious that a different process execution diagram may need different number of semaphores. Note we couldconsolidate s2 and s3 so that Pr3: …; V(s2) and Pr4: P(s2); P(s2)…. But we choose not to do so. That is, for each process that is followed by an immediate successor, we always create one new semaphore.Use pseudo code (which utilizes semaphores) to enforce execution order of the following process execution diagram.

    Annotate

    2

    Your pseudo code must specify semaphore initialization followed by the code for each process P1, P2, …, P7, similar to the example. For each process that is followed by an immediate successor, create one new semaphore, i.e., do NOT reuse nor consolidate any semaphore.
    4. (30 pts) The following partial code is a bounded-buffer monitor in which the buffers are embedded within the monitor (with two condition variables). Assume any condition variable cond has two methods: cond.wait() and cond.signal(). Multiple producers and multiple consumers are running in parallel. After an item is produced, a producer invokes produce(). Before consuming an item, a consumer invokes consume(). The embedded buffer is currently full (since numItems has the value MAX_ITEMS). Implement the produce() and consume() methods in C (no need to have actual .c program). You cannot modify existing code and cannot have any additional synchronization constructs.
    monitor bounded_buffer {int items[MAX_ITEMS]; /* MAX_ITEMS is a constant defined elsewhere; not a circular buffer */
    int numItems = MAX_ITEMS; /* # of items in the items array, 0≤numItems≤MAX_ITEMS */ condition full, empty;/* both produce() and consume() use numItems as index to access the array */void produce(int v); /* deposit the value v to the items array */
    int consume(); /* remove an item from the items array, and return the value */ }

     
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    determine and discuss the scope of your selected problem consider and discuss both qualitative and quantitative data



    1. In this assignment you further define your project scope and identify data sources that help you determine how to address your selected problem.Each of the following components must be addressed:

      *Determine
      and discuss the scope of your selected problem. Consider and discuss both qualitative and quantitative data, for example:

      • Leader and peer interviews
      • Patient/customer surveys
      • Quality reports
      • Benchmarking studies/baseline data. If baseline data is available:
      • What are the goals?
      • Are current practices meeting the organizational goals?
      • Are the prescribed practices followed?
      • What would you expect a review of the data to demonstrate in regard to your selected project?

      *Determine and discuss the level of risk and frequency of the problem to determine the importance of the project.*Looking at the information you have gathered so far,
      determine and discuss
      whether the project lends itself to an evidence-based practice approach or a quality improvement project.

      *Format your assignment as one of the following:

      • 700-word APA-formatted paper.
      • The paper must be formatted using APA-compliant headings for each required topic of the assignment being addressed.

     

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    Algebra 2 Math Problem

    For her chemistry experiment, Marisol needs 2 liters of a 50% alcohol solution. The lab has two containers, one with 40% alcohol solution and the other with 80% alcohol solution. 

    1. Write a system of linear equations that you can use to determine how many liters of each type of alcohol solution Marisol should combine to get 2 liters of a 50% alcohol solution. Be sure to define your variables.

     

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