Tuesday, November 13, 2018

Week 47 (19-23/11/2018)

19/11/2018 (Isnin) : Mengawas Peperiksaan STPM Semester 3 di SMK Simunjan No.1

20/11/2018 (Selasa) : Cuti Umum Hari Maulidur Rasul

21/11/2018 (Khamis) : Mesyuarat Staf

22/11/2018 (Khamis) : Mengawas Peperiksaan STPM Semester 1 di SMK Simunjan No.1

Monday, November 12, 2018

Week 46 (12-16/11/2018)

Date7/11/2018 (Wednesday)
Time0700 - 0830
Class6S1S
SubjectMathematics T
TopicSequences and Series
Learning AreaBinomial Expansion
Learning OutcomeStudents should be able to expand (1 + x)n , where n∈Q, and identify the condition | x | < 1 for the validity of this expansion.
ActivitiesWorking out question 4 (textbook, page 160)
Teaching AidsSTPM Mathematics T (Penerbitan Pelangi, Paper 1)
ReflectionStudents have been able to expand (1 + x)n , where n∈Q, and identify the condition | x | < 1 for the validity of this expansion in question 4.


13-15/11/2018 (Selasa - Khamis) : Mengawas Peperiksaan STPM Semester 3 di SMK Simunjan No.1


Monday, November 5, 2018

Week 45 (5-9/11/2018)

Date5/11/2018 (Monday)
Time0700 - 0830
Class6S1S
SubjectMathematics T
TopicSequences and Series
Learning AreaSeries
Learning OutcomeStudents should be able to use the method of differences to find the nth partial sum of a series, and deduce the sum of the series in the case when it is convergent.
ActivitiesWorking out question 9 (textbook, page 112)
Teaching AidsSTPM Mathematics T (Penerbitan Pelangi, Paper 1)
ReflectionStudents have been able to use the method of differences to find the nth partial sum of a series, and deduce the sum of the series in the case when it is convergent in question 9.


Date5/11/2018 (Monday)
Time1115 - 1245
Class6S3S
SubjectMathematics T
TopicProbability
Learning AreaPoisson Distribution
Learning OutcomeStudents should be able to use the probability function of a Poisson distribution, and find its mean and variance.
ActivitiesWorking out question 5 (textbook, page 195)
Teaching AidsSTPM Mathematics T (Penerbitan Pelangi, Paper 3)
ReflectionStudents have been able to determine the mode of a binomial random variable in question 5.

Date6/11/2018 (Tuesday)
Time0730 - 0830
Class6S3S
SubjectMathematics T
TopicProbability
Learning AreaNormal Distribution
Learning OutcomeStudents should be able to standardise a normal random variable and use the normal distribution tables.
ActivitiesWorking out question 5 (textbook, page 206)
Teaching AidsSTPM Mathematics T (Penerbitan Pelangi, Paper 3)
ReflectionStudents have been able to determine the mode of a binomial random variable in question 5.

Date6/11/2018 (Tuesday)
Time0830 - 0930
Class6S1S
SubjectMathematics T
TopicSequences and Series
Learning AreaBinomial Expansion
Learning OutcomeStudents should be able to expand (a + b)n.
ActivitiesWorking out question 3. (textbook, page 126)
Teaching AidsSTPM Mathematics T (Penerbitan Pelangi, Paper 1)
ReflectionStudents have been able to expand (a + b)n in question 3.


Date7/11/2018 (Wednesday)
Time0700 - 0830
Class6S1S
SubjectMathematics T
TopicSequences and Series
Learning AreaBinomial Expansion
Learning OutcomeStudents should be able to expand (1 + x)n , where n∈Q, and identify the condition | x | < 1 for the validity of this expansion.
ActivitiesWorking out question 3. (textbook, page 160)
Teaching AidsSTPM Mathematics T (Penerbitan Pelangi, Paper 1)
ReflectionStudents have been able to expand (1 + x)n , where n∈Q, and identify the condition | x | < 1 for the validity of this expansion in question 3.


Date7/11/2018 (Wednesday)
Time1320 - 1450
Class6S3S
SubjectMathematics T
TopicSampling and Estimation
Learning AreaSampling
Learning OutcomeStudents should be able to distinguish between a population and a sample, and between a parameter and a statistic.
ActivitiesWorking out question 3 (textbook, page 237)
Teaching AidsSTPM Mathematics T (Penerbitan Pelangi, Paper 3)
ReflectionStudents have been able to distinguish between a population and a sample, and between a parameter and a statistic in question 3.


8/11/2018 (Khamis) : Majlis Restu Ilmu

9/11/2018 (Jumaat) : Majlis Restu Kerohanian