aiou solved assignment 2 code 437 spring 2022

AIOU Solved Assignment Code 437 Spring & Autumn 2023 PDF

Here, We have provided AIOU Solved Assignment Code 437 for both Spring and Autumn semesters. According to AIOU policy, The assignment marks are 50% of your total exam marks. So Without submission of your assignments of code 437 for BA , you will be considered a Fail.

It’s important to submit your all assignments of code 437 on time to avoid any problems using AIOU Aagahi Portal. For this purpose, we have provided AIOU Solved Assignment Code 437 for BA in PDF Format.

AIOU Solved Assignment Code 437 Spring & Autumn (PDF Download)

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Islamic Studies (Elective) Code No. 437 Past Papers and Model Papers | AIOU

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Download and view past papers for Islamic Studies (Elective) code number 437 (AIOU) for the semester of spring and autumn. It is a 6 credit hours book.Old papers will provide a clear understanding of important areas or parts of the subjects. Also previous examinations papers will provide a guess for the upcoming examination.Below table provide past papers. Click on the link to view:

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AIOU solved assignment Autumn 2023 pdf BA download for free. Allama Iqbal Open University, Islamabad  Bachelor Class (General Group/ B.Com / BLIS Class ). Solved Assignments For Autumn 2023 .

Here you can download aiou studio 9 solved assignment Autumn 2023 BA and B.Com for all subject codes. We provide BA assignment spring and autumn of 2023 that is available for download. AIOU changed its system from manual to online. You can use the Aiou Aaghi LMS portal for all activities. We providing all pdf links below from where you can download all BA assignments 2023.

Allama Iqbal Open University (AIOU) is a public research university located in Islamabad, Pakistan. The university offers undergraduate (BA) and graduate (MA) programs in a variety of disciplines, including education, management, social sciences, natural sciences, and technology. The assignments for these programs are generally given to students as a part of their coursework and are typically due at the end of each semester. The specific details of these assignments will depend on the course and program of study.

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جو اسائنمنٹ ابھی تک اپلوڈ نہیں ہوئی وہ اگلی اپڈیٹ میں آجائیں گی۔.

Half Credit (3 Credit Hours) Book Assignment Submission Date Autumn 202 3

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28 thoughts on “Download AIOU Solved Assignment Autunm 2023 Pdf BA Free”

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Insha Allah very soon

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 aiou solved assignments ba code 437 islamiat (e) spring 2021 .

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Aiou solved Assignment BA Code 437 Are you Searching for Allam Iqbal Open University AIOU Solved Assignment BA Islamiat (E) Code 437 you come to the best place. Aiou Matric to master all level assignments are available on our official blog www.aioubooks.com All interested candidates can download Ba solved all assignments in PDF format at any time. The website link is mentioned below.

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437 Islamiat E Bachelor Free Solved Assignments

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AIOU Course Code 1429-1 Solved Assignment Spring 2022

Course: Business Mathematics (1429)

dOWNLOAD button is given at the end of post

Semester: Spring, 2022

ASSIGNMENT No. 1

(a)            

A sample of 800 parts has been selected from three product lines and inspected by the quality control department. The given table summarizes the results of the inspection. If a part is selected at random from this sample, what is the probability that:

• The part is of the product 1 type

180 /800 = 0.225

• The part is unacceptable

If unacceptable so the calculation not possible.

• The part is an acceptable unit of product 3

230 / 800 = 0.2875

• The part is an unacceptable unit of product 1

800 / 180 = 4.44

• The part is acceptable, given that the selected part is a unit of product 2

390 / 800 = 0.4875

• The part is product 1, given that the selected part is acceptable

570 / 800 = 0.7125

• The part is product 3, given that the selected part is unacceptable

800 / 390 = 2.051

(b)    What is the difference between the states of statistical independence and statistical dependence?

When two events are dependent events, one event influences the probability of another event. A dependent event is an event that relies on another event to happen first. Dependent events in probability are no different from dependent events in real life: If you want to attend a concert, it might depend on whether you get overtime at work; if you want to visit family out of the country next month, it depends on whether or not you can get a passport in time. More formally, we say that when two events are dependent, the occurrence of one event influences the probability of another event.

Simple examples of dependent events:

• Robbing a bank and going to jail.
• Not paying your power bill on time and having your power cut off.
• Boarding a plane first and finding a good seat.
• Parking illegally and getting a parking ticket. Parking illegally increases your odds of getting a ticket.
• Buying ten lottery tickets and winning the lottery. The more tickets you buy, the greater your odds of winning.
• Driving a car and getting in a traffic accident.

An independent event is an event that has no connection to another event’s chances of happening (or not happening). In other words, the event has no effect on the  probability  of another event occurring. Independent events in probability are no different from independent events in real life. Where you work has no effect on what color car you drive. Buying a lottery ticket has no effect on having a child with blue eyes.

• When two events are independent, one event does not influence the probability of another event.
• Owning a dog and growing your own herb garden.
• Paying off your mortgage early and owning a Chevy Cavalier.
• Winning the lottery and running out of milk.
• Buying a lottery ticket and finding a penny on the floor (your odds of finding a penny does not depend on you buying a lottery ticket).
• Taking a cab home and finding your favorite movie on cable.
• Getting a parking ticket and playing craps at the casino.
• Here are more formal ways to quantify dependent or independent events. You’ll come across these formulas in basic  probability .
• P(A|B) = P(A).
• P(B|A) = P(B)

The probability of A, given that B has happened, is the same as the probability of A. Likewise, the probability of B, given that A has happened, is the same as the probability of B. This shouldn’t be a surprise, as one event doesn’t affect the other. You can use the following equation to figure out probability for independent events: P(A∩B) = P(A) · P(B).

(a)    Unemployment statistics within a western state indicate that 6 percent of those eligible to work are unemployed. Suppose that an experiment is conducted where three persons are selected at random and their employment status is noted. If the random variable for this experiment is defined as the number of persons unemployed.   

• i) Construct the probability distribution for this experiment and determine the probability that
• ii) None of three is unemployed

iii)     Or two or more are employed

(b)    Find a formula for the probability distribution of the number of boys in families with three children assuming equal probabilities for boys and girls.

• All girls – 0.5*0.5*0.5 =0.125 (12.5%)
• 2Boys 1 Girl — 3C2 * 0.125 = 37.5%
• At least 2 girls — 2Girls 1 boy + all girls = 37.5% +12.5% = 50%
• 2 Boys at most — All posibilities — P(all boys) = 100%– 12.5% =67.5%

(a)    Sketch the plane representing 2x + y + 0z = 4

(b)    The average size of farms in the United State increased from 100 acres in 1920 to 700 acres in 1980. Let y be the average size x years after 1900. In what year was the average size 400 acres?

Number of years = 1980 – 1920 = 60

Total growth in farm size between (1920-1980) = 700 acres

Average yearly growth in farm size (x) = (700 acres – 100 acres)/ 60 = 600/60 = 10 acres

10 acres X 30 years = 300 acres

1920 + 30years = 1950

(a)    Sketch the following intervals.                                                                       

• ii) [–5, –3]

iii)     [–5, –1) 

• iv) (5, 10]

(b)    Solve:         

• i) |7x – 12 | = |4–3x|
• ii) [5x – 4| £ –10

(a)    The value of machine is expected to decrease at a liner rate over the time. Two data points indicate that the value of the machine at t=0 (time of purchase) is $18,000 and its value in 1 year will equal $14,500.                                                                      

• i) Determine the slope intercept equation (V = mt + k) which relates the value V of the machine to its age t.

The two ordered pairs are (0, 18000) and (1, 14500).

So, the equation will be

⇒ V – 18000 = – 3500t

⇒  V = – 3500t + 18000 (Answer)

• ii) Interpret the meaning of the slope and V intercept.

Now, the slope in the above equation i.e. – 3500 is the rate of decrease of machine value in $ per year.

And the V-intercept 18000 gives the initial value of the machine.

iii)     Solve for the t intercept and interpret its meaning.

The t-intercept will give

0 = – 3500t + 18000

⇒  t = 5.14 years.

This means the value of the machine will become zero after 5.14 years.

(b)    Solve graphically and check your answer algebraically.                               

                        –x + 3y = 2

                        4x – 12 = –8

x=1 and y=1

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Selling of Home-Made Products Code 201 Assignments of Spring 2024

Selling of home-made products code 201 assignment number 1.

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• Important Note:

1. Allama Iqbal Open University ASSIGNMENTS :-

First and foremost Assignments are an essential part of the students. Because this plays a very important role. Moreove r , you can’t clear your semester without assignments. Most Importantly send your assignments in time. However, you can not pass exams without assignments. In other words, your attendance in exams is wasteless.

2. Assignments Recommendation:-

You will be considered to fail without submitting your assignment. In other words, even if you get 95% marks in the examination you will be considered as fail. If you clear your assignments, you have the chance to appear in the examination. Therefore you can have 3 attempts to appear.

Following are the passing marks for each assignment

• 1st Assignment must have at least 50% marks.
• 2nd Assignment must have at least 50% marks.
• 3rd Assignment must have at least 50% marks.
• 4th Assignment must have at least 50% marks.

In contrast, subjects having 2 assignments follow the above same percentage.

Above All AIOU Master Academy strives to help AIOU students. Moreover, we provide exam preparation notes like Key books ,  Guess papers , and  5 years papers.

3. Academy Mission:-

First of all our mission is to educate our young generation. Secondly Academy tries its best to build civilized and sophisticated mankind in our country. besides, we are not indulged in any kind of miscellaneous activity that detracts students to take any shortcut in their education. subsequently, we always promote legal education as a priority, as well as help students self-learning and build skills to perform best in the future.

4. Earnings:-

Our basic earnings are from selling hardcopy notes like Key books ,  Guess papers , and 5 years’ Papers to students at a very reasonable price. The Academy doesn’t earn by providing any kind of consultancy services. We assist students on Call  or  WhatsApp nor we have premium support like others to earn money from needy students.

5. Free Notes:-

We also provide free  Guess Papers ,  5 Years Papers , and Soft Copy of  Assignments to students on our website. Assignments are only available on the website for guidelines and awareness about the conten t and pattern of related courses.

6. Online Earning:-

Despite this, our earnings are from the internet, YouTube ,  and  Google . Similarly, They pay us because of the ads they publish on our YouTube channel or on our website.

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