Class | 4 K4 | |
Time | 07.05 – 08.15 | |
Subject | Mathematics | |
Topic | Mathematical Reasoning | |
Learning Area | 4.0 Mathematical Reasoning | |
Learning Objective | 4.4 Understand the concept of Implication | |
Learning Outcomes | By the end of the lesson, student will be able to : a) identify the antecedent and consequent of an implication "if p, then q" b) write two implications from a compound statement containing "if and only if" c) construct mathematical statements in the form of implication: If p, then q p if and only if q d) determine the converse of a given implication e) determine whether the converse of an implication is true or false | |
Learning Activities | 1. Teacher explains and gives several examples. 2. Student tries different exercises. 3. Homework. | |
Teaching Aids | Practice Book, Text Book | |
Noble Value | Being confident and independent | |
Reflection | Approximately 60% of the students were able to understand the topic. The rest were given extra explanation. |
Class | 5 K6 |
Time | 09.45 – 10.55 |
Subject | PMM |
Topic | Linear Equations |
Learning Area | Linear Equations |
Learning Objective | Linear Equation in one unknown of coefficient in Fraction |
Learning Outcomes | By the end of the lesson, student will be able to : (a) find the value of one unknown |
Learning Activities | 1. Continue from previous lesson. 2. Student tries different exercises. 3. Homework. |
Teaching Aids | Revision Book |
Noble Value | Being confident and independent |
Reflection | Approximately 75% of the students were able to understand the topic. The rest were given extra explanation. |
Class | 4 MPV |
Time | 12.05 – 12.40 |
Subject | Mathematics |
Topic | Mathematical Reasoning |
Learning Area | 4.0 Mathematical Reasoning |
Learning Objective | 4.4 Understand the concept of Implication |
Learning Outcomes | By the end of the lesson, student will be able to : (a) identify the antecedent and consequent of an implication "if p, then q" (b) write two implications from a compound statement containing "if and only if" (c) construct mathematical statements in the form of implication: If p, then q p if and only if q (d) determine the converse of a given implication (e) determine whether the converse of an implication is true or false |
Learning Activities | 1. Teacher explains and gives several examples. 2. Student tries different exercises. 3. Homework. |
Teaching Aids | Text book, Revision book |
Noble Value | Being confident and independent |
Reflection | Approximately 80% of the students were able to understand the topic. The rest were given extra explanation. |
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