Assalammualaikum and Good Morning

Welcome.

INFO

[new 19 June 2012] Teaching Plan – 20122013_DENH-2163 ENG MATH TEACHING PLAN

Kalendar Akademik – diploma1213

Pembahagian Subjek – PENAWARAN SUB. DEN. SEM 1 SESI 20122013_mei2012_v2

Benda-Benda Penting Lain:-

JADUAL LAB 1213 SEM 1-1

JAD. STUDENT1213_1-1

JADUAL LECTURER DEN_1213 SEM 1-1

JADUAL BILIK KULIAH 1213 SEM 1

NOTES FROM INTERNET

001 – Functions of Multiple Variables v1.0.0

002 – Multiple Integral v1.0.0

002 – Multiple Integral v2.0.0

002 – Multiple Integral v3.0.0

003 – Vector Valued Functions v1.0.0

003 – Vector Valued Functions v2.0.0

174_8_1

174_8_2

NOTES From Me

Chapter 1 – Chapter 1 – Eng Math v1.0

[Latest Version] Chapter 1 – Chapter 1 – Eng Math v1.2

Chapter 2 – Chapter 2 – Eng Math v6.0

[Latest Version] Chapter  2 – Chapter 2 – Eng Math v6.2

Chapter 3 – Chapter 3 – Eng Math v1.0

TUTORIAL

Tutorial One – 070811893T1

Tutorial Two – 070811893T2

Tutorial Three – 070811893T3

Tutorial Four – 070811893T4

Tutorial Five – 070811893T5

QUIZ

To Be Added

TEST

To Be Added

ASSIGNMENT

To Be Added

SENARAI TAMPAL

2012-2013-D2-SENARAI TAMPAL DIPLOMA TAHUN DUA

2012-2013-D3-SENARAI TAMPAL DIPLOMA TAHUN TIGA KES DACS2212

2012-2013-D2-PENCAPAIAN DENH

2012-2013-D3-PENCAPAIAN DACS

19 comments

      1. Assignment due date seawal yang mungkin atau 1 minggu sebelum final exam. Lambat bagi assignment lagi lambat keluar markah carrymark. Itu aje.

    1. Maaf. Skema jawapan assignment hanya akan diberikan (tidak diupload ke internet) setelah semua pelajar menghantar assignment. Dan skema jawapan tersebut pun akan release jika keadaan berikut tercapai:-
      a) Semua pelajar telah menghantar assignment masing2
      b) Diberikan dalam bentuk hardcopy (1 salinan kepada pihak lelaki dan 1 salinan kepada pihak perempuan) dan juga softcopy (bawa pendrive)

      jadi, pastikan rakan2 anda telah menghantarnya. Setakat ini baru sahaja 14 orang menghantarnya.

  1. En hamzah boleh tolong jawabkn soaln nie x?

    Find the volume of the solid whose base is the region in the xy-plane that is bounded by the parabolas y=2x^2 and y= 1 + x^2, while the top of the solid is bounded by the plan z=f(x,y)=x+2y.

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