IGNOU MTM MTM 10 Tourism Impacts Solved Assignment ENGLISH

Looking for the solved assignment for MTM 10Tourism Impacts? Here you can get the complete solved assignment in PDF format for your IGNOU course.

If you are preparing your assignment and need the answers in one place, this solved PDF can help you save time and understand how the questions can be answered. You can read it on your mobile, save it for later, or take a print if required.

MTM 2025 - ENGLISH

Before you order: Please check the course code, subject code, year and session with your assignment before purchasing.

MTM 10: Tourism Impacts

High Demand Verified Solution

★★★★★ 4.9/5 (71 Students)

₹80 ₹30

63% OFF You Save: ₹50

Language

Type

Choose Your Assignment (latest Selected) Check Question Included See Included Question

Title Name	IGNOU MTM MTM 10 Tourism Impacts Solved Assignment ENGLISH
Type	Soft Copy (E-Assignment) .pdf
University	IGNOU
Degree	MASTER DEGREE PROGRAMMES
Course Code	MTM
Course Name	Master of Arts in Tourism Management
Subject Code	MTM 10
Subject Name	Tourism Impacts
Year	2025
Session	-
Language	ENGLISH
Assignment Code	MTM 10/Assignment-1/2025
Product Description	Assignment of MTM (Master of Arts in Tourism Management) 2025. Latest MTM 010 2025 Solved Assignment Solutions
Format	Ready-to-Print PDF (.soft copy)

Need Help With This Assignment?

Looking for the solved assignment for this subject? You can get the complete solved PDF and use it while preparing your assignment.

✓ Complete Solved Assignment — Questions with their answers in one PDF.

✓ Save Your Time — No need to search different websites for every question.

✓ Easy to Read — Keep the PDF on your phone or take a print when required.

✓ Get It Online — Download your assignment after successful payment.

✓ Useful for Preparation — Read the answers and prepare your assignment with less hassle.

Just check once before buying: Make sure the Course Code, Subject Code, Year and Session shown above match your assignment.

📋 Assignment Content Preview

Please make sure your assignment questions match your current IGNOU session

MTE 10 (January 2025 - July 2025) - ENGLISH

Assignment

Course Code: MTE-10

Assignment Code: MTE-10/TMA/2025

Maximum Marks: 100

1. a) The equation $x^3-x-1=0$ has a positive root in the interval ]1, 2[. Write a fixed point iteration method and show that it converges. Starting with initial approximation x = 1.5 find the root of the equation correct to three decimal places.

b) Find an appropriate root of $x^3+2x^2-5=0 ext{in}[1,2]$ with 10^-5 accuracy by

i) Newton Raphson Method

ii) Secant Method

What conclusions can you draw from here about the two methods?

2.a) Using Maclaurin’s expansion for sin x , find the approximate value of 4 sin $frac{pi}{4}$ with the error bound 5 10 ^-5

b) Find an approximate value of the positive real root of xe ^x= 1 using graphical method. Use this value to find the positive real root of xe^x = 1 correct to three decimal places by fixed point iteration method.

c) Using x _o= 0 find an approximation to one of the zeros of x³-4x+1=0 by using Birge-Vieta Method. Perform two iterations.

3.a) Solve the system of equations

$2x_1+3x_2+4x_3+x_4=3$

$x_1+2x_2+x_4=2$

$2x_1+3x_2+x_3-x_4=1$

$x_1-2x_2-x_3+4x_4=5$

using Gauss elimination method with pivoting.

b) Find the inverse of the matrix $egin{bmatrix}3&1&2\-2&3&-5\1&2&4end{bmatrix}$ using Gauss Jordan Method.

c) Solve the following linear system Ax = b of equations with partial pivoting

$x_1-x_2+3x_3=3$

$2x_1+x_2+4x_3=7$

$3x_1+5x_2-2x_3=6.$

Store the multipliers and also write the pivoting vectors.

4.a) Solve the system of equations

$8x_1-x_2+2x_3=4$

$-3x_1+11x_2-x_3+3x_4=23$

$-x_2+10x_3-x_4=-13$

$-2x_1+x_2-x_3+8x_4=13$

$ext{with}mathbf{x}^{(0)}=egin{bmatrix}0&0&0&0end{bmatrix}^T.$ by using the Gauss Jacboi and Gauss Seidel method. The exact solution of the system is $mathbf{x}=egin{bmatrix}1&2&-1&1end{bmatrix}^T.$ Perform the required number of iterations so that the same accuracy is obtained by both the methods. What conclusions can you draw from the results obtained?

b) Starting with $mathbf{x}^{(0)}=egin{bmatrix}1&1&1&1end{bmatrix}^T,$ find the dominant eigenvalue and corresponding eigenvector for

the matrix $A=egin{bmatrix}4&-1&1\4&-8&1\-2&1&5end{bmatrix}$ using the power method.

5. a) The solution of the system of equations $egin{pmatrix}1&2\2&1end{pmatrix}egin{pmatrix}x\yend{pmatrix}=egin{pmatrix}4\-2end{pmatrix}$ is attempted by the Gauss

Jacobi and Gauss Seidel iteration schemes. Set up the two schemes in matrix form. Will the iteration schemes converge? Justify your answer.

b) Obtain an approximate value of $int_0^1frac{dx}{1+x^2}$ using composite Simpson’s rule with h = 0.25 and

h = 0.125 Find also the improved value using Romberg integration.

c) Find the minimum number of intervals required to evaluate $int_0^1 e^{-x^2},dx$ with an accuracy of

$frac{1}{2} imes 10^{-4},$ by using the Trapezoidal rule.

a) From the following table, find the number of students who obtained less than 45 marks.

Marks	No. of Students
30-40	31
40-50	42
50-60	51
60-70	35
70-80	31

b) Calculate the third-degree Taylor polynomial about $x_0=0 ext{for}f(x)=(1+x)^{1/2}.$

c) Use the polynomial in part (a) to approximate $sqrt[]{1.1}$ and find a bound for the error involved.

d) Use the polynomial in part (a) to approximate $int_0^{0.1}(1+x)^{1/2},dx.$

a) Using sin( 0.1) = 0.09983 and sin( 0.2) = 0.19867 , find an approximate value of sin( 0.15) by using Lagrange interpolation. Obtain a bound on the truncation error.

b) Consider the following data

x	1.0	1.3	1.6	1.9	2.2
f(x	0.7651977	0.6200860	0.4554022	0.2818186	0.110362

Use Stirling’s formula to approximate $f(1.5) ext{with}x_0=1.6.$

c) Solve the $ext{I.V.P.,}y'=-y+t+1,quad(0le tle 1),quad y(0)=1$ using R-K method of 0(h⁴ ) with

h = 0.1 and obtain the value of y(0.2) . Also find the error at t = 0.2 , if the exact solution is $y(t)=t+e^{-t}.$

a) The position f(x) of a particle moving in a line at various times xk is given in the following

table. Estimate the velocity and acceleration of the particle at x =1.2

b) A solid of revolution is formed by rotating about the x-axis the area bounded between $x=0,x=1 ext{and}$ the curve given by the table

x	0	0.25	0.5	0.75	1.0
f(x)	1.0	0.9896	0.9587	0.9089	0.8415

Find the volume of the solid so formed using

i) Trapezodial rule ii) Simpson’s rule

c) Take 10 figure logarithm to base 10 from $x=300 ext{to}x=310$ by unit increment. Calculate the first derivative of log

$^{10}log x ext{when}x=310.$

9. a) For the table of values of x f(x) = xe ^xgiven by

x	1.8	1.9	2.0	2.1	2.2
f(x	10.8894	12.7032	14.7781	17.1489	19.8550

Find f"(2.0) using the central difference formula of 0(h²) for h = 0.1 and h = 0.2 . Calculate T.E. and actual error

Calculate T.E. and actual error

b) Suppose n f denotes the value of $f(t) ext{at}t=t_n. ext{If}f(t)=t^3,$ then find the value of $frac{(f_{n+1}-2f_n+f_{n-1})}{h^2}.$

c) Use Runge-Kutta method of order four to solve $y'=x+y. ext{Start with}x=1,y=0$ carry to x =1.5 with h = 0.1.

d) Find the solution of the difference equation $y_{k+2}-4y_{k+1}+4y_k=0,quad k=0,1,dots ext{Also find}$ the particular solution when $y_0=1 ext{and}y_1=6.$

10. a) The iteration method

$x_{n+1}=frac{1}{8}left[6x_n+frac{3N}{x_n}-frac{x_n^3}{N} ight],quad n=0,1,2$

where N is positive constant, converges to some quantity. Determine this quantity. Also find the rate of convergence of this method.

b) Determine the spacing h in a table of equally spaced values for the function

$f(x)=(2+x)^4,quad 1le xle 2,quad| ext{error}|le 10^{-6}.$ so that the quadratic interpolation in this table satisfies

c) Determine a unique polynomial f(x) of degree $leq$ 3 such that

$f(x_0)=1,f'(x_0)=2,f(x_1)=2,f'(x_1)=3 ext{where}x_1-x_0=h.$

❓ Frequently Asked Questions (FAQs)

Q: How will I receive the PDF?
A: Immediately after payment, the download link will appear.

Q: Is this hand-written or typed?
A: This is a professional typed computer PDF. You can use it as a reference for your handwritten submission.

➕Other Details

IGNOU MTM 10 Solved Assignment 2025 – Prepare Smarter, Save Valuable Time

Searching for the 2025 IGNOU MTM 10 Solved Assignment? Get a ready-to-use reference for MTM 10 - Tourism Impacts and make your assignment preparation simpler, faster and more organised. Our carefully prepared MTM 10 Tourism Impacts Solved Assignment is designed to help you understand the questions, study the important points and prepare your assignment answers with greater confidence.

Why spend hours searching through different sources when you can have your MTM 10 solved assignment reference available in one convenient resource? Whether you are studying after work, preparing several IGNOU subjects together or simply want a dependable reference, this material can save you valuable preparation time.

MTM 10 2025 Solved Assignment – What You Get

Latest 2025 assignment reference for MTM 10 Tourism Impacts
Question-wise answers arranged for easy study and reference
Clear and student-friendly presentation for easier understanding
ENGLISH language version available
Digital soft copy / PDF for convenient access
Useful reference material for preparing your own assignment answers
Helps you identify important points, answer structure and relevant content

Stop Struggling With Every Question. Start Preparing With a Better Reference.

Assignment preparation can become time-consuming when you have multiple subjects, limited study hours and a long list of questions to complete. A good reference can help you move from “What should I write?” to “Now I understand how to prepare this answer.”

The IGNOU MTM 10 Solved Assignment 2025 gives you a convenient study reference so you can review the questions, understand the expected subject matter and organise your own answers more efficiently.

Study less randomly. Prepare more systematically. Keep the reference with you while working on your assignment and use it whenever you need help understanding a question or arranging the important points.

Get Your MTM 10 Tourism Impacts Solved Assignment 2025

Course: Master of Arts in Tourism Management (MTM)
Subject: MTM 10 - Tourism Impacts
Session: January 2025 - December 2025
Language: ENGLISH

Need the Help Book / Solved Assignment?
Call us: 9199852182 / 9852900088
WhatsApp: 9199852182

Your Time Matters – Make Assignment Preparation Easier

If you are balancing IGNOU studies, work, family responsibilities or other subjects, every hour of study matters. Having a structured reference beside you can make it easier to understand the assignment and focus your time on preparing your own submission.

Instead of repeatedly searching for answers across different websites and sources, keep your MTM 10 Tourism Impacts Solved Assignment 2025 ready for reference whenever you study.

A Useful Reference for Your IGNOU Assignment Preparation

Understand the question → Find the relevant points → Study the answer → Prepare your own assignment with confidence.

IGNOU MTM Assignments 2025

The MTM (Master of Arts in Tourism Management) programme includes assignment work as part of the academic requirements applicable to students. Students should always verify the latest assignment questions, instructions and submission requirements from the official IGNOU website.

Our MTM 10 Solved Assignment is independently prepared reference material intended to assist students with understanding and preparing their answers. It is not an official IGNOU publication.

Why Keep a Solved Assignment Reference?

A useful reference is more than simply a collection of answers. It can help you see how a question can be approached, what important points need attention and how the subject matter can be organised into a clear answer.

Save preparation time with organised reference material
Understand difficult questions more easily
Review important concepts before writing your answers
Improve answer organisation with a structured reference
Study conveniently whenever and wherever you need it

Product Information

Course Name	Master of Arts in Tourism Management
Course Code	MTM
Subject Code	MTM 10
Subject	Tourism Impacts
Programme	MASTER DEGREE PROGRAMMES Courses
Language	ENGLISH
Material Type	Solved Assignment – Soft Copy / PDF

Ready to Make Your MTM 10 Assignment Preparation Easier?

Get the 2025 MTM 10 Tourism Impacts Solved Assignment as a convenient reference for your assignment preparation.

Call: 9199852182 / 9852900088
WhatsApp: 9199852182

IGNOU MTM 10 2025 Solved Assignment
Get your reference copy and start preparing with confidence.

Important Note for IGNOU Students

Always check the latest assignment questions and submission instructions on the official IGNOU website before preparing and submitting your assignment. Use this solved assignment as a study and reference resource and prepare your own submission according to the applicable IGNOU requirements.

Why Choose IGNOU Academy for Your Assignments?

Getting your assignments right is an important part of your IGNOU academic journey.IGNOU Academy provides carefully prepared reference materials designed to makeassignment preparation simpler, clearer and more convenient for students.

Latest Curriculum: Materials are prepared with the current IGNOU syllabus and assignment requirements in mind.
Proper Assignment Format: Understand the structure, presentation and answer style generally expected in an IGNOU assignment.
Simple Explanations: Difficult topics are explained in clear and easy-to-understand language.
Exam Preparation: Assignment material can also be useful for revising important concepts before the Term-End Examination.
Student-Friendly Language: Clear English/Hindi content helps students understand topics without unnecessary complexity.
Trusted by IGNOU Learners: Students across India use IGNOU Academy as a convenient source of assignment and study-reference material.

These materials are provided as reference study guides. Students should understandthe concepts, follow IGNOU guidelines and prepare their own original assignmentswhere required.

How to Get Your Solved Assignment PDF

Visit IGNOU Academy:Go to www.ignouacademy.com.
Find Your Course:Search for your programme, course code and subject.
Select the Session:Choose the latest available reference material for your academic session.
Complete Your Order:Add the required material to your cart, log in or register, and complete the payment.
Access Your Material:After successful payment, access your purchased study material from your account.

Step-by-Step: Finding IGNOU Assignment Question Papers

Open the Website:Visit www.ignouacademy.com.
Open Assignment Question Papers:Select the relevant IGNOU assignment question paper section.
Filter Your Requirement:Select your course, session and medium such as English or Hindi.
Open the Paper:View or download the required question paper for your preparation.

How to Submit Your IGNOU Assignments

Prepare Neatly:Use the format and submission instructions applicable to your programme and study centre.
Complete the Front Page:Enter your Name, Enrollment Number, Programme/Course Code, Subject and Study Centre details correctly.
Offline Submission:If your study centre requires physical submission, submit the assignment as instructed and retain the acknowledgement.
Online Submission:Where online submission is permitted, follow the instructions issued by your Regional Centre or Study Centre. Keep proof of submission for your records.

Tracking Your Assignment Submission Status

After submitting your assignments, students can check whether their assignmentmarks and submission details have been updated through the applicable official IGNOU system.

Open the Official IGNOU Student Area:Visit the official IGNOU website and access the relevant student services.
Find Assignment Status:Open the assignment-status service applicable to your programme.
Enter Your Details:Provide your Enrollment Number and other requested programme details.
Check the Status:Review the available submission, evaluation and marks information.

A Quick Tip for IGNOU Students

Assignments are an important part of the IGNOU evaluation process. Preparing themcarefully, understanding the questions, following the prescribed format and submittingthem within the applicable deadline can help you stay on track academically.

Smart Study + Proper Preparation + Timely Submission = Better Academic Planning

Need Help? Contact IGNOU Academy WhatsApp: +91 9199852182 | Website: www.ignouacademy.com

IGNOU Solved Assignments Assignments Ignou Projects Project Previous Year Solved Exam Papers Notes Notes Sample Question Papers Sample Question Papers