Your browser does not seem to support JavaScript. As a result, your viewing experience will be diminished, and you have been placed in read-only mode.

Please download a browser that supports JavaScript, or enable it if it's disabled (i.e. NoScript).

MTH603 Practice Questions for Lecture No. 1-3

MTH603 - Numerical Analysis

115

A
asad last edited by zaasmi

Question 1:
Convert the decimal number 80 into its binary equivalent.
Question 2:
Convert the binary number 2 (11001100) to its decimal equivalent.
Question 3:
Find the relative error when 17 is considered upto four decimal places.
Question 4:
Find the interval in which atleast one root of the equation 3 2 xx x    2 10 lies.
Question 5:
Find the real root of the equation 4 x x    10 0 in the interval [1, 2] by bisection method upto
two iterations.

Drive Link

Download
1 Reply Last reply
Reply Quote 0

O

MTH603 Assignment 1 Solution and Discussion
MTH603 - Numerical Analysis • assignment 1 discussion mth603 solution spring 2021 • • Ozair

3

0
Votes

3
Posts

83
Views

W

@ozair
1b500718-fb9a-40e5-a9f8-8cc3e51fe41e-image.png

29811036-84e6-4aa3-bf59-06ec0fbca461-image.png
MTH603 Assignment 1 Solution and Discussion
MTH603 - Numerical Analysis • assignment assignment 1 discussion fall 2020 mth603 solution • • zareen

3

0
Votes

3
Posts

555
Views

@zareen said in MTH603 Assignment 1 Solution and Discussion:

Question #2: Solve the system of linear equations with the help of Gaussian elimination method.
2x + y + z = 9;3x −2y + 4z = 9;x +y-2z = 3

System of Linear Equations entered :

[1] 2x + y + z = 9
[2] 3x - 2y + 4z = 9
[3] x + y - 2z = 3

Solve by Substitution :

// Solve equation [3] for the variable y

[3] y = -x + 2z + 3

// Plug this in for variable y in equation [1]

[1] 2x + (-x +2z+3) + z = 9
[1] x + 3z = 6
// Plug this in for variable y in equation [2]

[2] 3x - 2•(-x +2z+3) + 4z = 9
[2] 5x = 15
// Solve equation [2] for the variable x

[2] 5x = 15

[2] x = 3
// Plug this in for variable x in equation [1]

[1] (3) + 3z = 6
[1] 3z = 3
// Solve equation [1] for the variable z

[1] 3z = 3

[1] z = 1
// By now we know this much :

x = 3
y = -x+2z+3
z = 1
// Use the x and z values to solve for y
y = -(3)+2(1)+3 = 2

Solution :
{x,y,z} = {3,2,1}
MTH603 Mid Term Past and Current Solved Paper Discussion
MTH603 - Numerical Analysis • discussion mid term moaaz mth603 solved paper mth603 past papers midterm • • zareen

7

0
Votes

7
Posts

5685
Views

@zareen said in MTH603 Mid Term Past and Current Solved Paper Discussion:

If n x n matrices A and B are similar, then they have the same eigenvalues (with the same multiplicities).

True
False

Since similar matrices A and B have the same characteristic polynomial, they also have the same eigenvalues. If B = PAP−1 and v = 0 is an eigenvector of A (say Av = λv) then B(Pv) = PAP−1(Pv) = PA(P−1P)v = PAv = λPv. Thus Pv (which is non-zero since P is invertible) is an eigenvector for B with eigenvalue λ.
MTH603 Download Handout
MTH603 - Numerical Analysis • mth603 mth603 handbook mth603 handout non linear equations numerical analysis • • zaasmi

1

0
Votes

1
Posts

61
Views

No one has replied
MTH603 Quiz 3 Solution and Discussion
MTH603 - Numerical Analysis • mth603 quiz 3 solution discussion fall 2019 • • zareen

43

0
Votes

43
Posts

2186
Views

@zaasmi said in MTH603 Quiz 3 Solution and Discussion:

Euler’s Method numerically computes the approximate ________ of a function.

Euler’s method is a numerical tool for approximating values for solutions of differential equations.
MTH603 Quiz 1 Solution and Discussion
MTH603 - Numerical Analysis • mth603 solution discussion fall 2019 quiz 1 • • zareen

65

0
Votes

65
Posts

2525
Views

The root of the equation 3x−ex=0 is bounded in the interval.
MTH603 Quiz 2 Solution and Discussion
MTH603 - Numerical Analysis • mth603 quiz 2 solution discussion spring 2020 • • zaasmi

51

0
Votes

51
Posts

2360
Views

@zaasmi said in MTH603 Quiz 2 Solution and Discussion:

While solving a system of linear equations by Gauss Jordon Method, after all the elementary row operations if there lefts also zeros on the main diagonal then which of the is true about the system?

The question asked that while solving a system of linear equations where ghost Children method, after all the elementary operations, if their lives are all widows on the main diagonal, then which of the following history in the system. So first we have to know about the Gaussian elimination method. So Gaussian elimination is the name of the matter. We used to perform the three types of metrics. Cooperation on an undocumented metrics coming from a linear system of equations in order to find the solutions for such a system. This technique is also cultural reduction and it conjures up two stages forward elimination and backs institutions. The forward elimination estates refers to the road except needed to simplify the metrics in questions into the chloroform such states has the proposed to demonstrate if the system of equations for trade in the metrics have a unique possible solutions infinitely many solutions or just no solutions at all, he found that the system has no solutions, then there is no reason to continue the reduction the magic through the next states. So according to the given a statement, the correct officer is an officer and a. That each system me how infinitely many solutions. Thank you This after applying all the elementary row operations on the system. If the main diagonal is still conjures of zeros, that means that the system may have infinitely many solar cells. Thank you
MTH603 Quiz 2 Solution and Discussion
MTH603 - Numerical Analysis • mth603 quiz 2 solution discussion fall 2019 • • zareen

33

0
Votes

33
Posts

1599
Views

@zainab-ayub said in MTH603 Quiz 2 Solution and Discussion:

Mth603 ka koi student hai tu plz yeh question bta dy kis trha solve ho ga Given the following data x:1 2 5 y:1 4 10 Value of 1st order divided difference f[2 , 5] is

0c7ad28d-7947-40be-9f9a-3f78480c6d1e-image.png

100% Off on Your FEE Join US! Ask Me How?

If you want to know how you can join us and get 100% Discount on your FEE ask Cyberian in Chat Room!

solution1255 discussion1206 fall 2019813 assignment 1433 assignment 2297 spring 2020265 gdb 1248 assignment 382 crw10174 spring 201955

| |

Live Chat

1 / 1

MTH603 Practice Questions for Lecture No. 1-3

MTH603 Assignment 1 Solution and Discussion MTH603 - Numerical Analysis • assignment 1 discussion mth603 solution spring 2021 • • Ozair

MTH603 Assignment 1 Solution and Discussion MTH603 - Numerical Analysis • assignment assignment 1 discussion fall 2020 mth603 solution • • zareen

MTH603 Mid Term Past and Current Solved Paper Discussion MTH603 - Numerical Analysis • discussion mid term moaaz mth603 solved paper mth603 past papers midterm • • zareen

MTH603 Download Handout MTH603 - Numerical Analysis • mth603 mth603 handbook mth603 handout non linear equations numerical analysis • • zaasmi

MTH603 Quiz 3 Solution and Discussion MTH603 - Numerical Analysis • mth603 quiz 3 solution discussion fall 2019 • • zareen

MTH603 Quiz 1 Solution and Discussion MTH603 - Numerical Analysis • mth603 solution discussion fall 2019 quiz 1 • • zareen

MTH603 Quiz 2 Solution and Discussion MTH603 - Numerical Analysis • mth603 quiz 2 solution discussion spring 2020 • • zaasmi

MTH603 Quiz 2 Solution and Discussion MTH603 - Numerical Analysis • mth603 quiz 2 solution discussion fall 2019 • • zareen

100% Off on Your FEE Join US! Ask Me How?

MTH603 Assignment 1 Solution and Discussion
MTH603 - Numerical Analysis • assignment 1 discussion mth603 solution spring 2021 • • Ozair

MTH603 Assignment 1 Solution and Discussion
MTH603 - Numerical Analysis • assignment assignment 1 discussion fall 2020 mth603 solution • • zareen

MTH603 Mid Term Past and Current Solved Paper Discussion
MTH603 - Numerical Analysis • discussion mid term moaaz mth603 solved paper mth603 past papers midterm • • zareen

MTH603 Download Handout
MTH603 - Numerical Analysis • mth603 mth603 handbook mth603 handout non linear equations numerical analysis • • zaasmi

MTH603 Quiz 3 Solution and Discussion
MTH603 - Numerical Analysis • mth603 quiz 3 solution discussion fall 2019 • • zareen

MTH603 Quiz 1 Solution and Discussion
MTH603 - Numerical Analysis • mth603 solution discussion fall 2019 quiz 1 • • zareen

MTH603 Quiz 2 Solution and Discussion
MTH603 - Numerical Analysis • mth603 quiz 2 solution discussion spring 2020 • • zaasmi

MTH603 Quiz 2 Solution and Discussion
MTH603 - Numerical Analysis • mth603 quiz 2 solution discussion fall 2019 • • zareen