TERM: 3rd Term
WEEK: 9
CLASS: Primary 2
AGE: 7 years
DURATION: 5 periods of 40 minutes each
DATE:
SUBJECT: Mathematics
TOPIC: Money
SPECIFIC OBJECTIVES: At the end of the lesson, the pupils should be able to
INSTRUCTIONAL TECHNIQUES: Explanation, question and answer, demonstration, practical
INSTRUCTIONAL MATERIALS: Money cut-outs (coins and notes)
PERIOD 1: Money
PRESENTATION | TEACHER’S ACTIVITY | PUPIL’S ACTIVITY |
STEP 1 MENTAL MATHS | The teacher begins the lesson with some mental calculations If I count in 100s, give me the number before: 1 400 2 500 3 150 4 250 5 550 6 250 7 100 8 450 9 800 10 200 | Pupils respond and participate |
STEP 2 CONCEPT DEVELOPMENT | The teacher • Gives each group cut-outs of the following coins (25k, 50k) and bank notes (N5, N10, N20, N 50, N 100, N 200, N 500, N 1000). • Asks them to show you the following: the coins that will make up 50k, the coins that will make up 75k, the notes that will make up N 40, the coins and notes that will make up N10.75k and the coins and notes that will make up N100.50k. • After each exercise ask the learners if the answer they gave you is the only correct answer. (There will usually be many different ways to make up an amount of money. Try to get as many different ways as possible by asking lots of learners to give different answers.) • Discusses how various coins and notes can be used. The learners will sometimes be limited in their answers because of the coin and note cut-outs they have received but they could talk about other possible ways if they share resources between the groups.
ACTIVITY II The teacher • In this activity you work through some different word problems that involve money. The problems involve addition, subtraction, repeated addition (multiplication) and sharing. • Each time you do a problem, work through it step by step with the class, discussing how you read the problem carefully to find out what to do in order to solve the problem. • The discussion should involve identifying the numbers involved in the question and the operation that must be used to solve the problem. Make use of money cut outs to demonstrate the problem solving process. Here are 4 suggested problems for you to work through with the whole class. You should make up some more problems if you think the class needs more practice before they do the individual classwork activity. 1 Bisi has N30. Her mom gives her N10.50k. How much money does she have now? (Addition is needed to solve the problem. The answer is N40.50k.) 2 Jola has N1.70. He buys a sweet for 90k. How much money does he have left? (Subtraction is needed to solve the problem. The answer is 80k.) 3 I have 50k. Can I share it equally amongst 5 children? (Sharing is needed to solve the problem. The answer is yes. Each child will get 10k) 4 Toffees cost 50k each. Taiwo bought 5 toffees. How much did she spend? (Repeated addition (multiplication) is needed to solve the problem. The answer is N2.50)
| Pupils pay attention and participate |
STEP 3 CLASS-WORK | NOTE: In this activity learners can use the money cut-outs if they would like to when they solve the problems. 1 Tola has 10k. Her mom gives her 90k. How much money does she now have? _______ 2 I have N1.20k. I buy a sweet for 60k. How much money do I have left? _______ 3 I have 40k. Can I share it equally amongst four children? ______ 4 Toffees cost 10k each. Bola spent 50k buying toffees. How many toffees did she buy? _______ 5 A stick sweet costs N2.50. Peggy wants to buy 4 stick sweets. a She has N8. Can she buy four stick sweets? _______ b How much more money does Peggy need in order to buy the 4 stick sweets? _______
| Pupils attempt their class work |
STEP 4 HOME-WORK | 1 Ask someone at home to show you some coins from their wallet. How much money did they take out of their wallet? 2 I have N15. I buy a packet of chips for N2.50 and a Fanta Orange for N8. a How much do I have to pay? ____________ b Do I get any change? ____________ c If so, how much? ____________ | The pupils writes it in their homework book |
STEP 5 SUMMARY | The teacher summarizes by reminding the pupils that in this lesson we have learnt have learnt about Nigerian money.
She marks their class works, makes corrections where necessary and commends them positively |
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PERIOD 2: Money
PRESENTATION | TEACHER’S ACTIVITY | PUPIL’S ACTIVITY | ||||||||||||||||||||||
STEP 1 MENTAL MATHS | The teacher begins the lesson with some mental calculations If I count in 50s, give me the number before: 1 400 2 50 3 150 4 250 5 550 6 250 7 100 8 450 9 500 10 200 | Pupils respond and participate | ||||||||||||||||||||||
STEP 2 CONCEPT DEVELOPMENT | The teacher • Writes the following money problem on the board or read it to the class.
Suzanne spent N1.20k on sweets that cost 20k each. How many sweets did she buy?
• Says: We are going to think about: What is the key word? What is the question? What are the numbers? (We will answer these questions one at a time in this lesson.) • Draws a picture on the board to show how the money is divided up to buy the sweets. • Answers these questions step-by-step with your learners, as shown in the table below
Suzanne spent N1.20 on sweets that cost 20k each. How many sweets did she buy? What is the question? How many sweets did she buy? What are the numbers? • N1.20 spent • 20k per sweet
Solution: Suzanne bought 6 sweets.
CLASS ACTIVITY The teacher • Works through another money problem with the class. Use guiding questions to help them interpret the problem and think of a way to solve it.
Tanwa pays N80 to get to school each month. She pays with N90. How much change does she receive?
• Asks: What is the key word? What is the question? What are the numbers? Number sentence: N90 – N80 = N10 • She will get N10 change.
ACTIVITY II The teacher Sheila sells hotdogs for N4 each. Make a table to help her find the costs for large orders.
• Shows the learners how to read the table to find out the costs of large orders. For example, • If she sells 4 hotdogs, she gets R____? (N16) • If she sells 7 hotdogs, she gets R____? (N28) • If she sells 9 hotdogs, she gets R____? (N36) | Pupils pay attention and participate | ||||||||||||||||||||||
STEP 3 CLASS-WORK | 1 Nnamdi spent N1.80 on sweets that cost 20k each. How many sweets did she buy?
2 Peter babysits. He charges N5 per hour for babysitting. Complete this table for him.
| Pupils attempt their class work | ||||||||||||||||||||||
STEP 4 HOME-WORK | Nelly pays N10 to get to school in the morning. She pays with a N20 note. a How much change does she receive?
b How much money will she have left when she gets home? | The pupils writes it in their homework book | ||||||||||||||||||||||
STEP 5 SUMMARY | The teacher summarizes by reminding the pupils that in today’s lesson we learnt to solve money word problems.
She marks their class works, makes corrections where necessary and commends them positively |
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PERIOD 3: Assessment
PRESENTATION | TEACHER’S ACTIVITY | PUPIL’S ACTIVITY | ||||||||||||
STEP 1 ORAL ASSESSMENTS | The teacher asks questions on mental maths treated so far | Pupils respond and participate | ||||||||||||
STEP 2 DISCUSSION | The teacher discusses all the methods used by some learners in the oral assessments(some of the questions are solved on the board by the learners) and addresses any misconceptions that may have risen | Pupils pay attention and participate | ||||||||||||
STEP 3 WRITTEN ASSESSMENTS | 1. Write the values on the three notes to make up N30.
2. Bisi spent 60k on sweets. Each sweet cost 10k. How many sweets did she buy? You can draw a picture to show your answer.
3. Joy buys a toy car for N13.75 and pays with a N20 note. How much change will he get?
4. Philomena babysits. She charges N4 per hour for babysitting. Complete this table for her. The first one has been done for you.
| Pupils attempt their class work | ||||||||||||
STEP 4 SUMMARY | The teacher marks the written assessments, corrects were necessary and commends the pupils |
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PERIOD 4 and 5: Weekly Test/consolidations
TEACHER’S ACTIVITY: The teacher revises all the concepts treated from period 1-4 and gives the pupils follow through exercises, quiz and tests. She marks the exercises, makes corrections and commends the pupils positively.
PUPIL’S ACTIVITY: The pupils work on the worksheets and exercises given by the teacher individually
CONSOLIDATION
The first one has been done for you.
Number of hours | 1 | 2 | 5 | 8 | 10 |
Cost in naira | 50 |
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