Mat102 This submission must be made by hand, without any

Mat102
This submission must be made by hand, without any digital aids except the end of part 2a) and delivered as a pdf (for the last part of 2a you can cut the screenshot from the program and the result of the run and paste in the pdf file). This usually means that you write by hand and then scan your papers, or take pictures and use a tool to turn pictures into pdf (here is a website for how it can be done I found on google: https://gadgets.ndtv.com/how-to/features/jpg-to-pdf-converter-free-online-merge-i-love-pdf-app-download-joiner-2245453.)). You can of course also write the submission in word or using latex and export it as a pdf if you prefer.
Task 1
An inhomogeneous linear system of equations is given by:

Write the equation system on the form: Ax=b ,there x= . Use either
Gaussian elimination or the determinant of A to determine for which values of K and t have the system:
i) an unambiguous solution ii) infinite number of solutions iii) no solution.
b) An inhomogeneous linear system of equations is given by:

Write the equation system on the form: Ax=b ,there x= . Use Gaussian elimination to solve the equation system.
Task 2
Vi skal i denne oppgaven studere matrisen

Show that one of the values is -2 and find the corresponding vector. Find all the values of A and the associated vectors without computer tools and the procedure must be displayed. Find all the values of A and the associated vectors with a write a Python program.
We have not learned together the concept of diagonalization (A = PAP^(-1) ). Read notes from NTNU and write briefly what diagonalisation of square matrices is about, and what the matrices P and D are. Diagonalize the matrix A.
Do you find any connection between the answers you received in sub-tasks a) and b)?
Task 3
Newton's cooling law states that changing the temperature of an object is proportional to the difference between the temperature of the object and the environment. In a closed system that only consists of two objects, for example in two rooms with a door in between and no heat loss anywhere else, they are each other's surroundings. If we call the temperature of one object x(t) and the temperature of the other object y(t), then we have a model for the temperature of the two objects given as

Where m1 and m2 are positive constants.
Let m1=0.1 and m2=0.2 . Find the general solution for x(t) and y(t).
Regardless of which value we choose for m1 and m2, one value will be 0. What is the associated vector, and what is the physical explanation for this situation?

• WE OFFER THE BEST CUSTOM PAPER WRITING SERVICES. WE HAVE DONE THIS QUESTION BEFORE, WE CAN ALSO DO IT FOR YOU.
• Assignment status: Already Solved By Our Experts
• (USA, AUS, UK & CA PhD. Writers)
• CLICK HERE TO GET A PROFESSIONAL WRITER TO WORK ON THIS PAPER AND OTHER SIMILAR PAPERS, GET A NON PLAGIARIZED PAPER FROM OUR EXPERTS

QUALITY: 100% ORIGINAL PAPER – NO PLAGIARISM – CUSTOM PAPER

Why Choose Us?

How It Works

• Click on the “Place Your Order” tab at the top menu or “Order Now” icon at the bottom and a new page will appear with an order form to be filled.
• Fill in your paper’s requirements in the “PAPER DETAILS” section.
• Fill in your paper’s academic level, deadline, and the required number of pages from the drop-down menus.
• Click “CREATE ACCOUNT & SIGN IN” to enter your registration details and get an account with us for record-keeping and then, click on “PROCEED TO CHECKOUT” at the bottom of the page.
• From there, the payment sections will show, follow the guided payment process and your order will be available for our writing team to work on it.

About AcademicWritersBay.com

AcademicWritersBay.com is an easy-to-use and reliable service that is ready to assist you with your papers 24/7/ 365days a year. 99% of our customers are happy with their papers. Our team is efficient and will always tackle your essay needs comprehensively assuring you of excellent results. Feel free to ask them anything concerning your essay demands or Order.

AcademicWritersBay.com is a private company that offers academic support and assistance to students at all levels. Our mission is to provide proficient and high quality academic services to our highly esteemed clients. AcademicWritersBay.com is equipped with competent and proficient writers to tackle all types of your academic needs, and provide you with excellent results. Most of our writers are holders of master’s degrees or PhDs, which is an surety of excellent results to our clients. We provide assistance to students all over the world.
We provide high quality term papers, research papers, essays, proposals, theses and many others. At AcademicWritersBay.com, you can be sure of excellent grades in your assignments and final exams.