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Goh Hung Lik, Chua Kee Yeong - Determine suitable dataset

Ang Chin Xiang - Calculate a_i and c_i

Ong Ren Ching - Calculate b_i and d_i

Louis Teoh En Hong - Rewrite in google docs

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Project 2_Group 2_Sec 2

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1)Farrisha = Get data distribution of real life application.

2) Farrisha & Anisa = Write the piecewise cubic spline interpolation

3) Putri = Predict the graph

4) Fitrah = State and write any the clamped BC of the data

5) Aleeya = Solve the cubic spline interpolation with clamped BC

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1) Get data distribution of one real life application and study the distribution of the dataset. Write the piecewise cubic spline interpolation method for the dataset. (Ummu, Haziqah)

2) Predict the graph generated from (1). (Safariah)

3) State and write any the clamped boundary condition of the real life application above . (Syafiqah)

4) Solve the cubic spline interpolation with clamped boundary condition. (Daniel)

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Find first order problem, solve using 1st step- daniel
solve using multi step- syafiqah
describe concept and comment- haziqah
graph n table- safariah
geogebra- ummu

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GROUP LEADER: NUR HIDAYAH BINTI BAKRI (A20SC0249)

GROUP MEMBERS:
1) CHE ANNURIANY FHIRZANA BINTI CHE ANUAR (A20SC0038)
2)NOOR AN’UMILLAH BINTI JUNOH (A20SC0195)
3)SITI NURAISAH BINTI ROSLAN (A20SC0380)

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Annuriany : Find 3 equations of first order ODE problem to present the physical problem with initial condition with h size of interval.

Hidayah : Solve the problem using the second order Runge Kutta method to find the first 2 points of the solution domain.

An'Umillah : Compare the solution of second order Runge Kutta method to the Euler method (solve problem using Euler).

All members : Give comments based on the comparison of both methods in terms of absolute error and computational cost / time.

SitiNuraisah : Draw the graft of solution and develop the table of the calculation process.

All members : How Geogebra helps to validate our solution above?

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1)Get data distribution of one real-life application and study the distribution of the dataset. (SHARON)
2) Write the piecewise cubic spline interpolation method for the dataset. (AISYAH)
3) Predict the graph generated from (1). (SYUHRAH)
4) State and write any of the clamped boundary conditions of the real-life application above. (SAIDATUL)
5) Solve the cubic spline interpolation with clamped boundary condition. (NURAIN)

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Group Project 1_Numerical Methods II_Group 5

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group leader: nur afiqah binti nordin
group members:
1. nur afiqah masyitah binti mohd zaki
2. santun syafitri binti mulyadi
3. nurul fazlina binti abdul rahman
4.nurshahadah binti azrin

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find first order equation: nur afiqah
solve single step method: nurul fazlina
solve multistep method: santun syafitri
determine error and computational cost: nurshahadah
plot graph and table from geogebra: nur afiqah masyitah and nur afiqah:)

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Group 4_SSCM 3423_Numerical Methods II_Group Project 1.docx

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Group Leader:
Ahmad Daniel Bin Azahree

Members:
1. Nursyafiqah binti Ibrahim
2. Haziqah Binti Mohd Nazahar
3. Siti Nor Safariah binti Husin
4. Ummu Raihah binti Rozani

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Ang Chin Xiang:
Compute the solution with third order Taylor's Method.

Chua Kee Yeong:
Compute the solution with Euler's Method.

Goh Hung Lik:
Find the application of second order differential equation, and compute its actual solution.

Louis Teoh En Hong:
Compare of the both numerical methods, in terms of absolute errors and computational costs.

Ong Ren Ching:
Process the graph solution by using Geogebra, and analyse on the outcomes

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Group Leader:
Nur Hanani binti Nor Azman

Group Members:
1. Izzati binti Jusni
2. Nurul Haifa Dayana binti Nurulazmi
3. Zulfazleen Natasha binti Zulkiflee

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Nur Hafizah binti Yusof

Members:
Jenny Enggok Anak Titty
Regina Hanim binti Ramli
Siti Zulaika binti Eliyun

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We did it together
Find 1 equation of first order ODE : All
Solve the equation using euler method : All
Solve the equation using predictor-corrector method : All
Calculate absolute error and give comments : All
Develop table and draw the graph : All

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1)      Nurfarrisha – Find a 2nd Order ODE problem and also solve together by using both methods.

2)      Anisa Ain – Solve the problem using Euler Method

3)      Putri – Solve the problem using 3rd Order Taylor Method

4)      Fitrah – Draw the graft of solutions and Develop the table of the calculation

5)      Aleeya – Compare the solution of both methods in terms of absolute error and computational cost/ time.

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Member:
Ang Chin Xiang (L)
Chua Kee Yeong
Goh Hung Lik
Louis Teoh En Hong
Ong Ren Ching

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Leader: Nurfarrisha Asnida bt khairul Akmar

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Leader: Nurfarrisha Asnida bt khairul Akmar

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Members:
1. Anisa Ain binti Mes
2. Fitrah Atikah binti Aminoordin
3. Putri Elia Elyana binti Shahrin
4. Nur Aleeya Izyani binti Sulaimi

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Chua Jia Jun

Group Members:
1. Dyneta Nesha Nelson
2. Nor Shafiqah binti Ahmad Jamil
3. Nurul Mazwani binti Marsam
4. Siti Nur Nadzirah binti Mohd Kamil

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Siti Aisyah binti Sulaiman

Group members:
1) Saidatul Wafiqah binti Ruzaidi
2) Nurain Nadzira binti Mohd Yunus
3) Syuhrah Iman binti Muhammad Amzari
4) Sharon Anne A/P Thomas

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Project 5

Question:
- Syuhrah
Euler and 3-step predictor method:
- Saidatul
3 step corrector:
- Sharon
Compare both predictor and corrector:
- Ain
GeoGebra:
- Aisyah

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Members :
1. Chen Hui Yi
2. Mohamad Azrin Syafiq bin Halim
3. Muhamad Alif Aiman bin Zali
4. Yew Yun Ru

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Muhammad Ezri Adha Bin Abd Ghani

Members :

1) Sharvin A/L Sundran
2) Terrance Rugu George
3) Muhammad Nabil Bin Sallehuddin
4) Muhammad Alif Ashraff Bin Kamaruddin

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Siti Nor Asimah Binti Hamid

Members:
Nurin Emelin Aisyah Binti Mohd Nawi
Nur Alya Izzati Binti Baharim
Puteri Nur Qistina Binti Megat Zulrushdi
Wan Nur Shazura Azleen Binti Wan Sabri

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group 1&2 project 1
group 3&4 project 2
group 5&6 project 3
group 7&8 project 4
group 9&10 project 5
group 11&12 project 6

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Leader and group member . Stated the list of  tasks ,  the group members and its responsibility member

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Leader and group member . Stated the list of  tasks ,  the group members and its responsibility member

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Preparation of Question: Jia Jun
Solution of RK Order 2: Nor Shafiqah
Solution of Taylor's Method: Dyneta
Comparison of Solution: Nadzirah
Geogebra: Mazwani
Solution examiner and comments: Jia Jun

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All
-Find an equation of first order 0DE
-Recheck the solution for both methods
-Give an idea of how GeoGebra helps to validate our solution

Haifa
Solve the equation using Euler's Method

Izzati
Solve the equation using 2nd order of Taylor's Method

Hanani
Calculate the absolute error for both methods and give comments in terms of absolute error and computational cost/time.

Zulfazleen
Draw the graft of solution and develop the table of the calculation process.

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ROUP LEADER: CHE ANNURIANY FHIRZANA BINTI CHE ANUAR (A20SC0038)

GROUP MEMBERS:
1) NUR HIDAYAH BINTI BAKRI (A20SC0249)
2)NOOR AN’UMILLAH BINTI JUNOH (A20SC0195)
3)SITI NURAISAH BINTI ROSLAN (A20SC0380)

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Find 3 Equation of first order ODE problem to present the physical problem with initial condition with h size of interval(Ezri)

Solve the problem using 2nd Order Runge Kutta method to find the first 2 point of the solution domain and create a table of solution(Terrance)

Solve the problem using euler method to find the first 2 point of the solution domain and create a table of solution(Alif)

Give comment based on the comparison of both method in terms of absolute error and computational time/cost(Sharvin)

Draw the graph of solution using Geogebra(Nabil)

How Geogebra can helps to validate our solution above?(All)

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Retrieval of Dataset: Dyneta
Cubic Spline Interpolation: Jia Jun
Preparation of Graph: Nor Shafiqah
Statement of Clamped Boundary Condition: Mazwani
Cubic Spline Interpolation with Clamped Boundary Condition: Nadzirah
Solution examiner and comments: All

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1)      Get data distribution of one real life application and study the distribution of the dataset  – All members

2)      Write the piecewise cubic spline interpolation method for the dataset – Hidayah, Annuriany

3)      Predict the graph generated from (1) – An’Umillah

4)      State and write any the clamped boundary condition of the real life application above – Raisah

5)      Solve the cubic spline interpolation with clamped boundary condition – Annuriany, Hidayah

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1. Alif Aiman - Find 2 equations of first order ODE

2. Yun Ru - Solve the equations using second order Runge Kutta Method

3. Hui Yi - Solve the equations using second order Taylor Method

4. Azrin Syafiq - Calculate absolute error and give comments based on absolute error and computational time

5. Pei Qi - Develop table, draw graph and explain the graph plotted

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1. Pei Qi - Get data distribution of one real life application

2. Alif Aiman - Write the piecewise cubic spline interpolation method

3. Azrin Syafiq - Predict the graph

4. Yun Ru - State and write clamped boundary condition

5. Hui Yi - Solve the cubic spline interpolation

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Preparation of Question : Siti Nor Asimah
Solution of Euler Method : Nurin Emelin Aisyah
Solution of 2nd Order Taylor Method : Puteri Nur Qistina
Solution of Exact and Comparison : Wan Nur Shazura Azleen
Graph of both solution : Nur Alya Izzati

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1)nur afiqah binti nordin : get data distribution of one real life application.
2) nurshahadah binti azrin : write the piecewise cubic spline interpolation method
3) nur afiqah masyitah binti mohd zaki : predict the graph (1)
4) state and write any clamped boundary condition : nurul fazlina binti abdul rahman
5) solve the cubic interpolation with clamped BC : santun syafitri binti mulyadi

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All
-Get data distribution of one real-life application.
-Recheck the solution.

Haifa
Write the piecewise cubic spline interpolation method for the dataset.

Izzati
Predict the graph generated from (1).

Hanani
-State and write any the clamped boundary condition of the real-life application above.
-Solve the cubic spline interpolation with clamped boundary condition

Zulfazleen
-State and write any the clamped boundary condition of the real-life application above.
-Solve the cubic spline interpolation with clamped boundary condition

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1. Get data from real-life application : Siti Nor Asimah
2. Solve piecewise cubic spline interpolation : Wan Nur Shazura Azleen
3. Graph of data using Geogebra : Nur Alya Izzati
4. State clamped boundary conditions on real life application : Nurin Emelin Aisyah
5. Solve cubic spline interpolation with clamped boundary condition : Puteri Nur Qistina