Numerical presentation

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Md. Touhidur Rahman

bisection methods

Numerical Methods
Presentation
Presentation Topic: Bisection Methods
Group Name: Ethernet

Ethernet Group
Md. Touhidur RahmanMd. Touhidur Rahman
Student ID: 152-15-6232Student ID: 152-15-6232

Algorithm of Bisection Method

Algorithm of Bisection Method

Proceeding this way the following table is required.

Ethernet Group
Sree Joyanto ChandroSree Joyanto Chandro
BarmonBarmon
Student ID: 152-15-6236Student ID: 152-15-6236

Using bisection method find the root of the equation X3
-2X-
3=0, where €=0.0001.

Proceeding this way the following table is required.
a b xr F(xr)
1 2 1.5 -2.625
1.5 2 1.75 -1.1406
1.75 2 1.875 -0.15820
1.875 2 1.9375 0.3982
1.875 1.9375 1.906 0.1121
1.875 1.906 1.8905 -0.0243
1.8905 1.906 1.8983 0.0440
1.8905 1.8983 1.8944 0.00973
1.8905 1.8944 1.8924 -0.00777
1.8924 1.8944 1.8934 0.00097
1.8924 1.8934 1.8930 0.00253

Ethernet Group
Hasan. Md. SadHasan. Md. Sad
AbdullahAbdullah
Student ID: 152-15-6235Student ID: 152-15-6235

Using bisection method. Find the root of the equation X3-X
-2 = 0 where = 0.0001ε

Proceeding this way the following table is required.
a b Xr F(Xr)
1 2 1.5 -
1.5 2 1.75 +
1.5 1.75 1.625 +
1.5 1.625 1.5625 +
1.5 1.5625 1.53125 +
1.5 1.53125 1.51562 -
1.51562 1.53135 1.52343 +
1.51562 1.52343 1.51953 -
1.51953 1.52343 1.52148 +
1.51953 1.52148 1.52050 -
1.52050 1.52148 1.52099 -
1.52099 1.52148 1.52124 -
1.52124 1.52148 1.52136 -

Ethernet Group
Tusher Chandro GhoshTusher Chandro Ghosh
Student ID: 152-15-6237Student ID: 152-15-6237

Using bisection method. Find the root of the equation X3-
3X - 6= 0 where = 0.0001ε

Proceeding this way the following table is required.
a b xr F(xr)
2 3 2.5 +
2 2.5 2.25 -
2.25 2.5 2.375 +
2.25 2.375 2.3125 -
2.3125 2.375 2.34375 -
2.34375 2.375 2.359375 +
2.34375 2.359375 2.3515625 -
2.3515625 2.359375 2.35546875 +
2.3515625 2.35546875 2.353515625 -
2.353515625 2.35546875 2.354492188 -
2.354492188 2.35546875 2.354980469 +

Thank YouThank You

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chapter 5.pptx: drainage and irrigation engineering

chapter 5.pptx: drainage and irrigation engineering

Data security is rapidly gaining importance as the volume of data companies collect, analyze and monetize grows exponentially. New data processing tools and platforms are emerging at an increasing rate, as are the ways in which an organization consumes data. In this presentation Mukund Sarma and Feni Chawla talk about the unique technical and cultural challenges of running a data security program and share some practical solutions that have worked well at our company. These slides were presented at the BSides Seattle 2024 conference.

BSides Seattle 2024 - Stopping Ethan Hunt From Taking Your Data.pptx

BSides Seattle 2024 - Stopping Ethan Hunt From Taking Your Data.pptx

BSides Seattle 2024 - Stopping Ethan Hunt From Taking Your Data.pptx

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Thermal Engineering -unit - III & IV.ppt

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Result Management System Report for College Project The Result Management System is a crucial tool for educational institutions to efficiently manage and publish student results online. This project was developed as part of the 6th semester project for Pokhara University, with the aim of providing a user-friendly platform for students, faculty, and administrators to access and manage academic results. The system allows for easy input of student grades, calculation of final results, and generation of result reports. It also provides secure access to results for students through a login system, ensuring data privacy and confidentiality. To improve and increase the effectiveness of the Result Management System, several enhancements can be implemented. These include: 1. Integration of automated result processing algorithms to reduce manual data entry and calculation errors. 2. Implementation of a notification system to alert students and faculty when results are published or updated. 3. Addition of features such as result analysis tools, graphical representations of student performance, and trend analysis. 4. Enhancing the user interface to make it more intuitive and user-friendly for all stakeholders. 5. Incorporating a feedback mechanism to gather suggestions and improve the system based on user input. By incorporating these enhancements, the Result Management System can become a more robust and efficient tool for managing academic results online, benefiting both students and faculty alike.

result management system report for college project

result management system report for college project

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Numerical presentation

1. Numerical Methods Presentation Presentation Topic: Bisection Methods Group Name: Ethernet

2. Ethernet Group Md. Touhidur RahmanMd. Touhidur Rahman Student ID: 152-15-6232Student ID: 152-15-6232

3. Algorithm of Bisection Method

4. Algorithm of Bisection Method

5.

6. Proceeding this way the following table is required.

7.

8. Ethernet Group Sree Joyanto ChandroSree Joyanto Chandro BarmonBarmon Student ID: 152-15-6236Student ID: 152-15-6236

9. Using bisection method find the root of the equation X3 -2X- 3=0, where €=0.0001.

10. Proceeding this way the following table is required. a b xr F(xr) 1 2 1.5 -2.625 1.5 2 1.75 -1.1406 1.75 2 1.875 -0.15820 1.875 2 1.9375 0.3982 1.875 1.9375 1.906 0.1121 1.875 1.906 1.8905 -0.0243 1.8905 1.906 1.8983 0.0440 1.8905 1.8983 1.8944 0.00973 1.8905 1.8944 1.8924 -0.00777 1.8924 1.8944 1.8934 0.00097 1.8924 1.8934 1.8930 0.00253

11.

12. Ethernet Group Hasan. Md. SadHasan. Md. Sad AbdullahAbdullah Student ID: 152-15-6235Student ID: 152-15-6235

13. Using bisection method. Find the root of the equation X3-X -2 = 0 where = 0.0001ε

14. Proceeding this way the following table is required. a b Xr F(Xr) 1 2 1.5 - 1.5 2 1.75 + 1.5 1.75 1.625 + 1.5 1.625 1.5625 + 1.5 1.5625 1.53125 + 1.5 1.53125 1.51562 - 1.51562 1.53135 1.52343 + 1.51562 1.52343 1.51953 - 1.51953 1.52343 1.52148 + 1.51953 1.52148 1.52050 - 1.52050 1.52148 1.52099 - 1.52099 1.52148 1.52124 - 1.52124 1.52148 1.52136 -

15.

16. Ethernet Group Tusher Chandro GhoshTusher Chandro Ghosh Student ID: 152-15-6237Student ID: 152-15-6237

17. Using bisection method. Find the root of the equation X3- 3X - 6= 0 where = 0.0001ε

18. Proceeding this way the following table is required. a b xr F(xr) 2 3 2.5 + 2 2.5 2.25 - 2.25 2.5 2.375 + 2.25 2.375 2.3125 - 2.3125 2.375 2.34375 - 2.34375 2.375 2.359375 + 2.34375 2.359375 2.3515625 - 2.3515625 2.359375 2.35546875 + 2.3515625 2.35546875 2.353515625 - 2.353515625 2.35546875 2.354492188 - 2.354492188 2.35546875 2.354980469 +

19.

20. Thank YouThank You