PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE WITH EDUCATION
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1 UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE WITH EDUCATION SESI AKADEMIK 2010/2011 : SEMESTER 2 ACADEMIC SESSION 2010/2011 : SEMESTER 2 SCES3130/SCEP3130 : Kimia Fizik III Physical Chemistry III April/Mei 2011 April/May 2011 Masa : 2 jam Time : 2 hours ARAHAN KEPADA CALON INSTRUCTIONS TO CANDIDATES : Kertas ini dibahagikan kepada Bahagian A, B, C dan Bahagian D. This paper is divided into Section A, B, C and Section D. Sila patuhi arahan yang diberikan dalam setiap bahagian semasa menjawab. Please follow the instruction given in each section. (Kertas soalan ini mengandungi 5 soalan dalam 15 halaman yang dicetak) (This question paper consists of 5 questions on 15 printed pages)
2 SCES3130/SCEP3130/02 BAHAGIAN A (25 markah) SECTION A (25 marks) Jawab SEMUA soalan. Answer ALL questions. Simbol yang digunakan mempunyai maksud yang sama seperti diberikan dalam kuliah. The symbols used have the same meaning as defined during the lectures. 1. (a) (i) Jelaskan istilah makromolekul, polimer, monomer dan unit ulangan. Describe the terms macromolecule, polymer, monomer and repeating unit. (ii) Kelaskan polimer mengikut asal-usulnya dengan contoh. Classify polymers according to their origin with examples. (7 markah/marks) (b) (i) Apakah yang anda faham mengenai taburan berat molekul atau polisebaran bagi polimer? Lukis spektum taburan berat molekul bagi satu sampel polimer yang tipikal dan tunjukkan berat molekul purata pada spectrum tersebut. What do you understand by molecular weight distribution or polydispersity of polymer? Draw the molecular weight distribution spectrum of a typical polymer sample and show the different average molecular weights on the spectrum. (ii) Bincangkan kesan taburan berat molekul terhadap sifat fizik polimer. Discuss the effect of molecular weight distribution on the physical properties of polymers. (8 markah/marks)
3 SCES3130/SCEP3130/03 (c) Jawab mana dua (2) dari berikut: Answer any two (2) of the following: (i) Bincangkan aspek termodinamik bagi pemelarutan polimer. Discuss the thermodynamic aspects of polymer dissolution. (ii) Poli(vinil asetat) dan poli(vinil klorida) mempunyai ketumpatan ( ) masing-masing 1.19 dan 1.29 g cm -3. Kira parameter keterlarutan ( ) bagi kedua-duanya dan ulas keterlarutan relatif dalam air. Nilai pemalar tarikan molar untuk C= 0, H= 140, CH 3 = 420, CH 2 = 280, CH = 140, COO = 512 dan OH = 754. Poly(vinyl acetate) and poly(vinyl alcohol) have densities ( ) of 1.19 and 1.29 g cm -3 respectively. Calculate their solubility parameters ( ), and comment on their relative solubility in water. Molar attraction constant (G) values for C= 0, H= 140, CH 3 = 420, CH 2 = 280, CH = 140, COO = 512 and OH = 754. (iii) Tulis nota pendek tentang kegunaan industry dan aplikasi bagi getah asli. Write short notes on the industrial uses and application of natural rubber latex. (10 markah/marks)
4 SCES3130/SCEP3130/04 BAHAGIAN B (30 markah) SECTION B (30 marks) Jawab SEMUA soalan dalam bahagian ini. Answer ALL questions in this section. 2. Gambarajah-gambarajah di bawah menunjukkan kesan kemasukkan termaterma secara berperingkat Hamiltonian atom bagi konfigurasi helium 1s2p. Diagram below shows the effect of inclusion of successive terms in the atomic Hamiltonian for the 1s2p helium configuration.
5 SCES3130/SCEP3130/05 15 kemungkinan set-set m 1, m 1s, m 2, dan m 2s, bagi satu konfigurasi elektron np 2 adalah seperti berikut: The 15 possible sets of m 1, m 1s, m 2, and m 2s, for an np 2 electron configuration are as follows: m 1 m 1s m 2 m 2s M M S /2 +1-1/ /2 0 +1/ /2 0-1/ /2-1 +1/ /2-1 -1/ /2 0 +1/ /2 0-1/ /2-1 +1/ /2-1 -1/ /2 0-1/ /2-1 +1/ /2-1 -1/ /2-1 +1/ /2-1 -1/ /2-1 -1/2-2 0 M J (a) Lukis gambarajah yang sama bagi konfigurasi karbon 1s 2 2s 2 2p 2 dimana terma 1 S adalah yang tertinggi. Guna peraturan-peraturan Hund bagi menyokong jawapan anda. Draw a similar diagram for the carbon 1s 2 2s 2 2p 2 configuration where the 1 S term is the highest. Use Hund s rules to support your answer.
6 SCES3130/SCEP3130/06 (b) (c) Dapatkan semua pemindahan yang dibenarkan di antara pasanganpasangan bagi paras-paras yang ditunjukkan dalam gambarajah yang dilukis. Guna peraturan-peraturan pemilihan bagi menyokong jawapan anda. Find all the transitions that are allowed between pairs of the levels shown in the drawn diagram. Use selection rules to support your answer. Tulis satu daripada kemungkinan penentu-penentu Slater yang mewakili keadaan tenaga terendah. Write one of the possible Slater determinants corresponding to the lowest energy state. (20 arkah/marks) 3. Dengan menggunakan teori orbital molekul mudah bagi molekul S 2 (Z = 16 bagi S): By using simple molecular-orbital theory for S 2 molecule (Z = 16 for S): (a) (b) Dapatkan turutan ikatan. Find the bond order. Dapatkan bilangan elektron-elektron tidak berpasangan. Find the number of unpaired electrons. (c) Dapatkan terma asas bagi S 2. Find the ground term. (6 markah/marks)
7 SCES3130/SCEP3130/07 Menggunakan kaedah pengikatan valen, kita boleh membina plot orbital-orbital hibrid di atas daripada kombinasi linear orbital-orbital atom yang berikut: Using the valence bond method, we can construct the above plot of hybrid orbitals from the following linear combination of atomic orbitals: (a) (b) Pertimbangkan molekul BH 3 (Z = 5 bagi B), terang secara ringkas idea kaedah pengikatan valen. Consider BH 3 molecule (Z = 5 for B), explain briefly the idea of the valence bond method. Enam cuping daripada orbital-orbital hibrid diwakili oleh fungsi-fungsi gelombang, dan. Lukis semula plot di atas dan kenalpastikan setiap satu daripada enam cuping oleh satu daripada fungsi-fungsi gelombang, dan. The six lobes of the hybrid orbitals are represented by the wave functions, and. Redraw the above plot and identify each of the six lobes by one of the wave functions, and. (c) Apakah nama orbital hibrid tersebut? What is the name of the hybrid orbital? (10 markah/marks)
8 SCES3130/SCEP3130/08 BAHAGIAN C (25 markah) SECTION C (25 marks) Jawab semua pecahan soalan dalam bahagian ini. Answer all parts of the question in this section. 4. (i) Huraikan secara ringkas makna ensembel dan huraikan ensembel ensembel bermikrokanun, berkanun dan berkanun raya. Describe very briefly the meaning of ensemble and describe the microcanonical, canonical and grand canonical ensemble. (3 markah/marks) (ii) Entropi boleh dihuraikan oleh berbagai ungkapan saperti The entropy can be variously described with equations of the form bagi sistem yang tidak berinteraksi. Komen terhadap setiap rupa bentuk ungkapan yang diberi dan khususnya mengenalpastikan rupa asal entropi Boltzmann. for noninteracting systems. Comment on these different forms and in particular identify the original Boltzmann form of the entropy. (4 markah/marks) (iii) Ditemukan bahawa jumlah keadaan putaran bagi satu mol gas electron adalah 0 (sifar) yang bermaksud keadaan putaran kebarangkalian sama untuk setiap elektron. Dengan anggapan tiadanya korelasi di antara electron electron, hitungkan entropi putaran untuk satu mol elektron gas dengan menggunakan persamaan sewajarnya di atas. It was found that the total spin state of a mole of an electron gas was 0 (zero) implying equiprobable spin states for each electron. Assuming no correlation amongst these electrons, compute the spin entropy for one mole of the electron gas utilizing the formula above that you find appropriate. (8 markah/marks)
9 SCES3130/SCEP3130/09 (iv) Bagi gas atom lengai, apakah fungsi sekatan (misalnya untuk putaran, getaran dll) yang wajar untuk menghitungkan entropi? Entropi S untuk satu mol gas lengai diberi oleh persamaan For an inert atomic gas, what partition function (e.g. for rotation, vibration etc) would be the appropriate one to calculate the entropy? The entropy for a mole of an inert gas has the form Hitungkan entropi molar untuk argon ( K dan tekanan 1 bar (1 bar=10 5 N m -2 ). Compute the molar entropy for argon ( and 1 bar pressure (1 bar=10 5 N m -2 ). g mol -1 ) pada suhu g mol -1 ) at K { } (10 markah/marks)
10 SCES3130/SCEP3130/010 BAHAGIAND (20 markah) SECTION D (20 marks) Jawab semua pecahan soalan dalam bahagian ini. Answer all parts of the question in this section. 5. (i) Tulis secara ringkas terhadap satu yang berikut Write very briefly on one of the following (a) (b) tindakbalas kawalan pembauran diffusion controlled reactions tindakbalas kimia yang mempamerkan perkalaan dalam kepekatan dengan masa chemical reactions showing periodicity in concentration with time (c) teknik teknik pengenduran relaxation techniques (6 markah/marks) (ii) Bagi tindakbalas For a chemical reaction A + B 1 C k2 k Dengan pemalar tindakbalas ke hadapan yang ditunjukkan dan juga pemalar tindakbalas ke belakang, bahan hasil mempunyai masa pengenduran tertib pertama yang diberi oleh ungkapan with the indicated forward rate constant and backward rate constant, product C has a first order relaxation time, given by the expression 1 k [A] k [B] k dimana [A] dan [B] ialah kepekatan molar (M). Jika = 2.0 s apabila [A]=[B]=1.0M dan = 3.3 s apabila [A]=[B]=0.5 M, tentukan dan dan pemalar keseimbangan K (dengan anggapan aktiviti satu untuk semua spesies). where [A] and [B] denote molar (M) concentrations. If = 2.0 s for [A] = [B] = 1.0M and = 3.3 s for [A] = [B] = 0.5 M, determine and and the equilibrium constant K (assuming unit activity for all species). (7 markah/marks)
11 SCES3130/SCEP3130/011 (i) tindakbalas tertib kedua yang mempunyai sifat kawalan pembauran dalam larutan diberi oleh The second order diffusion limited rate constant,, in solution is given by di mana ialah jarak genting tindakbalas yang dua kali jarak purata jejari spesies A dan B. Pemalar pembauran untuk mana mana spesies X diberi oleh ungkapan where is the critical reaction distance and is twice the average radius of the species A and B. The diffusion constant for any species X is given by dan apabila diterapkan dalam persamaan di atas untuk menyebabkan persamaan itu berubah ke which when applied to the equation above for reduces that equation to dengan anggapan biasa dimana jarak jejari sama untuk spesies A dan B. Jika pekali pembauran bagi molekul kecil dalam larutan air pada suhu 298 K ialah 5x10-9 m 2 s -1 dengan jarak genting tindakbalas 0.4nm, anggarkan nilai pemalar tindakbalas. under the standard assumptions of equal radii for species A and B. If the diffusion coefficient for a small molecule in water solvent at 298 K is 5x10-9 m 2 s -1 with critical reaction distance 0.4 nm, estimate the value of the rate constant,. (7 markah/marks) { }
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EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE WITH EDUCATION PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN
UNIVERSITY OF MALAYA UNIVERSITI MALAYA EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE WITH EDUCATION PEPERIKSAAN
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE SESI AKADEMIK 2015/2016 : SEMESTER 1 ACADEMIC SESSION 2015/2016 : SEMESTER
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE SESI AKADEMIK 2010/2011 : SEMESTER 1 ACADEMIC SESSION 2010/2011 : SEMESTER
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE SESI AKADEMIK 2016/2017 ACADEMIC SESSION 2016/2017 : SEMESTER I : SEMESTER
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE PEPERIKSAAN IJAZAH SARJANA MUDA SAINS DENGAN PENDIDIKAN EXAMINATION FOR THE
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE SESI AKADEMIK 2015/2016 : SEMESTER 1 ACADEMIC SESSION 2015/2016 : SEMESTER
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UNIVERSITI MALAYA UNIVERSITY OF MALAYA PEPERIKSAAN IJAZAH SARJANA MUDA SAINS EXAMINATION FOR THE DEGREE OF BACHELOR OF SCIENCE SESI AKADEMIK 2016/2017 : SEMESTER 1 ACADEMIC SESSION 2016/2017 : SEMESTER
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