Line 1: |
Line 1: |
| === Activity 1: Area and Perimeter concepts === | | === Activity 1: Area and Perimeter concepts === |
| | | |
− | === Materials: === | + | ==== Materials: ==== |
| Rectangular dot sheets, stationery | | Rectangular dot sheets, stationery |
| | | |
− | === Objective: === | + | ==== Objective: ==== |
| To understand the relationship between area and perimeter of 2D shapes | | To understand the relationship between area and perimeter of 2D shapes |
| | | |
− | === Process: === | + | ==== Process: ==== |
| | | |
| # Recall area and perimeter concepts: ask students to explain the meaning of area and perimeter in their own words | | # Recall area and perimeter concepts: ask students to explain the meaning of area and perimeter in their own words |
Line 20: |
Line 20: |
| #*[[File:Area perimeter dot sheet figures.png|thumb|694x694px|alt=|none]] | | #*[[File:Area perimeter dot sheet figures.png|thumb|694x694px|alt=|none]] |
| # Next, draw this shape on the board/project this image and ask students what is the area and perimeter of this shape. If anyone is unclear, explain how the area and the perimeter can be found out | | # Next, draw this shape on the board/project this image and ask students what is the area and perimeter of this shape. If anyone is unclear, explain how the area and the perimeter can be found out |
| + | #* [[File:Area perimeter shaded region.png|none|thumb|576x576px]] |
| + | # Ask students to calculate the area of the shaded region (8 sq. cm). Then, ask them to draw a different shape with the same area |
| + | # Next, ask them to compare the perimeter of the shape displayed and the one they drew |
| + | # Call out a few students whose shapes have perimeter lesser, greater and same as the one displayed and share it with the class |
| + | # If there are no examples for any of the categories, challenge them to find suitable shapes |
| + | |
| + | === Activity 2: Puzzle === |
| + | |
| + | ==== Materials: ==== |
| + | Print-outs of the puzzle [or] projector to display and rectangular dot sheets |
| + | |
| + | ==== Objectives: ==== |
| + | |
| + | ==== Process: ==== |
| + | |
| + | # Handover print outs of the 'Share the land' puzzle([https://ncert.nic.in/textbook.php?eemh1=11-14 NCERT Class 5 Mathematics Textbook]) to students individually or in pairs and ask them to solve it. |
| + | # Discuss different solutions/strategies that students come up with |
| + | |
| + | === Activity 3: Game === |
| + | |
| + | ==== Objectives: ==== |
| + | |
| + | ==== Materials: ==== |
| + | |
| + | * dot sheets/graph sheets, |
| + | * crayons of different colours |
| + | * dice (2) |
| + | |
| + | ==== Process: ==== |
| + | |
| + | # Students are paired/ divided into groups and given the listed materials |
| + | # Each player rolls the dice and draws a rectangle of equivalent size. Eg - if they roll 2 and 4, they draw a 2x4 rectangle. |
| + | # The player who covers maximum area first, wins. |
| + | # Ask students to calculate the perimeter of each rectangle they draw and of their final shape as well. |
| + | # Reference: Conquer the area (activity 2 in https://iheartteachingelementary.com/area-and-perimeter-games/) |
| + | |
| + | === Discussion after both activities: === |
| + | * Does perimeter always increase if area increases? |
| + | * Does area always increase if perimeter increases? (If they say yes,give the initial grid examples as reference and ask them to check if it is holding true) |
| + | |
| + | [[Category:TIIE Events]] |
| + | [[Category:TIIE Mathematics]] |