Area and Perimeter PowerPoint.ppt
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The document defines area and perimeter. It provides examples of counting squares to find the area of 15 square feet and 9 square units. It also gives an example of counting sides to find the perimeter of 12 units. Then, it presents a word problem about two neighbors' swimming pools. It calculates that Family A's pool has an area of 8 square units and Family B's is 7 square units. It states Family A has the bigger swimming area. It also finds the perimeter of Family A's pool is 12 units and Family B's is 14 units, so Family B has more side panels to clean.
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Area and perimeter (1)
The document defines and provides examples of area and perimeter. It explains that area is measured in square units and represents the amount of surface space an object has. Perimeter is the distance around the outside edge of a flat object and is measured in linear units. Examples are given of calculating the area of shapes by counting squares and the perimeter by counting sides. The document concludes by comparing the area and perimeter of two sample swimming pools.
Area and perimeter
The document defines and provides examples of area and perimeter. It explains that area is measured in square units and represents the amount of surface space an object has. Perimeter is the distance around the outside edge of a flat object and is measured in linear units. Examples are given of calculating the area of shapes by counting the number of squares and the perimeter by counting the number of sides.
Area And Perimeter
The document defines and provides examples of calculating area and perimeter. It explains that area is measured in square units and refers to the surface space of a flat object, while perimeter is the distance around the outside edge and is measured in linear units. Examples are given of counting squares to find the area of different shapes and counting sides to determine the perimeter. Two neighbor's pools are used as examples, with Family A's pool having a larger area but Family B's pool having a greater perimeter and more side panels to clean.
Area and perimeter1
The document defines and provides examples of calculating area and perimeter. It explains that area is measured in square units and refers to the surface space of a flat object, while perimeter is the distance around the outside edge and is measured in linear units. Examples are given of counting squares to find the area of different shapes and counting sides to determine the perimeter. Two neighbor's pools are used as examples, with Family A's pool having a larger area but Family B's pool having a greater perimeter and more side panels to clean.
Area and perimeter
The document defines and provides examples of area and perimeter. It states that area is the amount of surface space measured in square units, while perimeter is the distance around the outside edge measured in linear units. Examples are given to calculate the area of shapes by counting squares and the perimeter by counting sides. The document asks which of two sample pools has the larger swimming area.
Area and perimeter
The document defines and provides examples of area and perimeter. It states that area is the amount of surface space measured in square units, while perimeter is the distance around the outside edge measured in linear units. Examples are given to calculate the area of shapes by counting squares and the perimeter by counting sides. The document asks which of two sample pools has the larger swimming area.
Area and perimeter
This document discusses area and perimeter. It provides examples of calculating the area and perimeter of different shapes by counting squares or sides. Area is measured in square units and represents the surface space of a flat object. Perimeter is the distance around the outside edge and is measured in linear units. Worked examples show how to find the area and perimeter of rectangles and determine which has a larger swimming area or perimeter to clean.
Computers in education
The document discusses area and perimeter, explaining that area is the amount of surface space measured in square units while perimeter is the distance around the edge measured in linear units. It provides examples of calculating the area and perimeter of different shapes like triangles and rectangles. The document concludes by comparing the area and perimeter of two sample swimming pools to determine which family's pool has a larger area and which has a longer perimeter.
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Area and perimeter (1)
The document defines and provides examples of area and perimeter. It explains that area is measured in square units and represents the amount of surface space an object has. Perimeter is the distance around the outside edge of a flat object and is measured in linear units. Examples are given of calculating the area of shapes by counting squares and the perimeter by counting sides. The document concludes by comparing the area and perimeter of two sample swimming pools.
Area and perimeter
The document defines and provides examples of area and perimeter. It explains that area is measured in square units and represents the amount of surface space an object has. Perimeter is the distance around the outside edge of a flat object and is measured in linear units. Examples are given of calculating the area of shapes by counting the number of squares and the perimeter by counting the number of sides.
Area And Perimeter
The document defines and provides examples of calculating area and perimeter. It explains that area is measured in square units and refers to the surface space of a flat object, while perimeter is the distance around the outside edge and is measured in linear units. Examples are given of counting squares to find the area of different shapes and counting sides to determine the perimeter. Two neighbor's pools are used as examples, with Family A's pool having a larger area but Family B's pool having a greater perimeter and more side panels to clean.
Area and perimeter1
The document defines and provides examples of calculating area and perimeter. It explains that area is measured in square units and refers to the surface space of a flat object, while perimeter is the distance around the outside edge and is measured in linear units. Examples are given of counting squares to find the area of different shapes and counting sides to determine the perimeter. Two neighbor's pools are used as examples, with Family A's pool having a larger area but Family B's pool having a greater perimeter and more side panels to clean.
Area and perimeter
The document defines and provides examples of area and perimeter. It states that area is the amount of surface space measured in square units, while perimeter is the distance around the outside edge measured in linear units. Examples are given to calculate the area of shapes by counting squares and the perimeter by counting sides. The document asks which of two sample pools has the larger swimming area.
Area and perimeter
The document defines and provides examples of area and perimeter. It states that area is the amount of surface space measured in square units, while perimeter is the distance around the outside edge measured in linear units. Examples are given to calculate the area of shapes by counting squares and the perimeter by counting sides. The document asks which of two sample pools has the larger swimming area.
Area and perimeter
This document discusses area and perimeter. It provides examples of calculating the area and perimeter of different shapes by counting squares or sides. Area is measured in square units and represents the surface space of a flat object. Perimeter is the distance around the outside edge and is measured in linear units. Worked examples show how to find the area and perimeter of rectangles and determine which has a larger swimming area or perimeter to clean.
Computers in education
The document discusses area and perimeter, explaining that area is the amount of surface space measured in square units while perimeter is the distance around the edge measured in linear units. It provides examples of calculating the area and perimeter of different shapes like triangles and rectangles. The document concludes by comparing the area and perimeter of two sample swimming pools to determine which family's pool has a larger area and which has a longer perimeter.
Area
The document discusses area and perimeter. It defines area as the amount of surface space a flat object has, measured in square units. It provides examples of calculating the area of different shapes by counting the number of squares within the shape. The area of a surface of 15 square units and another of 9 square units is given. Readers are directed to an online game to practice calculating area.
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The document discusses area and perimeter. It defines area as the amount of surface space a flat object has, measured in square units. It provides examples of calculating the area of different shapes by counting the number of squares within the shape. The area of a surface of 15 square units and another of 9 square units is given. It encourages calculating the area of additional shapes through an external link.
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This document defines key geometry terms like perimeter and area and provides formulas to calculate them for different shapes. It explains that perimeter is the distance around a shape and is calculated by adding all side lengths. Area is the measure of surface space within a shape and is reported in square units. Formulas are given for calculating the perimeter of rectangles using 2 * length + 2 * width and the perimeter of triangles using the sum of the three side lengths. The area of a shape is calculated by counting the number of squares (or units) that fit within the shape. Examples are provided to demonstrate calculating perimeter and area for different 2D shapes.
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This document provides examples and explanations of how to calculate the area and perimeter of various shapes, including squares, rectangles, and irregular figures. It gives step-by-step instructions on using the formulas for area (A=s x s for squares, A=l x w for rectangles) and counting sides to find perimeter. Students are then given practice problems to measure perimeters of shapes from a previous activity using rulers.
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Linen
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TEST Name: ___________________
1. Each bedroom on this plan has a window. Draw the correct window symbol in each.
2. Draw bifold doors on the closet in bedroom A.
3. Draw sliding doors on the closet in bedroom B.
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Measurement
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3) Discussing that area is found by counting the number of square units needed to cover a surface, using an example of an area of 100 square units.
Exploring Concepts of Perimeter and Area.pptx
The document discusses teaching students about measuring the perimeters and areas of different shapes. It includes activities where students compare figures based on these measurements without using rulers. Later activities involve cutting and rearranging shapes, determining perimeters and areas of rectangles, and deriving formulas for finding areas of triangles, parallelograms, and trapezoids. The document provides sample problems and suggests formative assessments to check conceptual understanding of area formulas.
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1) The document provides instructions and content for a math lesson on relating the side lengths of rectangles to their area when measured using square tiles.
2) Students practice counting square units in sample rectangles and building rectangles from square tiles with given side lengths (e.g. 3 by 5).
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The document defines perimeter and area. Perimeter is the distance around a figure and is found by adding all the side lengths together. Area is the number of square units needed to cover the surface of a figure and is found using formulas like A=s^2 for squares and A=l×w for rectangles. Examples are given for calculating perimeter and area of squares, rectangles, and other shapes using the appropriate formulas.
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The document defines area as the space inside a two-dimensional shape measured in squared units. It provides formulas for calculating the area of regular shapes like rectangles, triangles, and circles. Specifically, it states that the area of a rectangle can be calculated by multiplying its length by its width. Several examples are given of using this formula to find the area of rectangles of different sizes measured in centimeters or meters squared. Readers are prompted to try calculating the areas of three example rectangles on their own before checking the answers provided.
Volume Surface Area (3).pptx
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This document contains information about calculating volumes and surface areas of 3D shapes such as cubes, cuboids, cylinders and prisms. It provides examples of calculating volumes of cuboids using the formula Volume = Length x Width x Height. The surface area formulas for cubes, cuboids, cylinders and prisms are also explained. Practice questions are included for calculating volumes and surface areas with answers provided.
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2. Draw bifold doors on the closet in bedroom A.
3. Draw sliding doors on the closet in bedroom B.
4. Draw swinging doors that meet in the middle on the closet in bedroom C.
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This document discusses Rachel Vicknair's measurement project. It provides examples of how perimeter is used, such as a dad measuring the perimeter of houses for waterproofing jobs and making a fence for a flower garden. It also gives examples of calculating perimeter, such as finding the perimeter of a cube. The document concludes by showing different tools used to measure attributes like temperature, length, and weight.
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Philippine Edukasyong Pantahanan at Pangkabuhayan (EPP) Curriculum
Film vocab for eal 3 students: Australia the movie
Film vocab for eal 3 students: Australia the movie
Area and Perimeter PowerPoint.ppt
- 2. Area is the amount of surface space that a flat object has. Area is reported in the amount of square units.
- 3. When you measure the amount of carpet to cover the floor of a room, you measure it in square units. Would the area of your bedroom or the area of your house be greater? You’re right! The area of your house is greater than the area of your bedroom.
- 4. Area = 15 square feet Lets find the area of this surface if each square is equal to one foot. Count the number of squares. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
- 5. Count the number of green squares to determine the area of this surface. What is the area? The area is equal to 9 square units. Try this one! 1 5 2 4 7 3 6 8 9
- 6. Perimeter is the distance around the outside edge of a flat object. Perimeter is reported as a total number of linear units.
- 7. When you measure the amount of wallpaper border to go around a room, you measure it in lengths. Would the perimeter of your bedroom or the perimeter of your house be greater? You’re right! The perimeter of your house is greater than the perimeter of your bedroom.
- 8. Perimeter = 24 feet Let’s find the perimeter of this surface if each square is equal to one foot. Count the number of sides.
- 9. Count the number of sides to determine the perimeter of this flat object. The perimeter is equal to 12. Try this one!
- 10. Two neighbors build swimming pools. This is what the pools look like. Family A Family B Which family has the pool with the bigger swimming area? Let’s do these problems together.
- 11. The area of Family A’s pool is? Family A Family B 8 square units. 7 square units The area of Family B’s pool is? Therefore, Family A has the pool with the bigger swimming area.
- 12. The perimeter of Family A’s pool is 12 units long. Family B Family A The perimeter of Family B’s pool is 14 units long. Therefore, Family B has more side panels of the pool to clean. Now look at those same two pools. Which family has more side panels of the pool to clean?