Area and perimeter
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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.
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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 area and perimeter. Area is the amount of surface space measured in square units. Perimeter is the distance around the outside edge of a flat object, measured in linear units. Examples are provided to calculate the area and perimeter of different shapes by counting squares and sides. The document then provides an example comparing the area and perimeter of two neighbors' swimming pools to determine which family has the larger pool area and which has more side panels to clean.
Area and perimeter
- Area is the amount of surface space measured in square units. It is used to measure carpet for floors or the space of a bedroom or house.
- Perimeter is the distance around the outside edge of a flat object, measured in linear units like feet. It is used to measure wallpaper border around a room.
- Two examples show how to calculate the area and perimeter of geometric shapes made of squares. The area and perimeter can then be used to compare attributes of objects, like which swimming pool has a larger area or which has more side panels to clean.
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 (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
The document discusses area and perimeter. It defines area as the amount of surface space a flat object has and notes that area is reported in square units. It provides examples of finding the area of a bedroom floor using carpet and comparing the area of a bedroom to a house. The document also includes examples of counting squares to determine the area of surfaces and asks the reader to find the area of a 9 square grid.
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 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 area and perimeter. Area is the amount of surface space measured in square units. Perimeter is the distance around the outside edge of a flat object, measured in linear units. Examples are provided to calculate the area and perimeter of different shapes by counting squares and sides. The document then provides an example comparing the area and perimeter of two neighbors' swimming pools to determine which family has the larger pool area and which has more side panels to clean.
Area and perimeter
- Area is the amount of surface space measured in square units. It is used to measure carpet for floors or the space of a bedroom or house.
- Perimeter is the distance around the outside edge of a flat object, measured in linear units like feet. It is used to measure wallpaper border around a room.
- Two examples show how to calculate the area and perimeter of geometric shapes made of squares. The area and perimeter can then be used to compare attributes of objects, like which swimming pool has a larger area or which has more side panels to clean.
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 (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
The document discusses area and perimeter. It defines area as the amount of surface space a flat object has and notes that area is reported in square units. It provides examples of finding the area of a bedroom floor using carpet and comparing the area of a bedroom to a house. The document also includes examples of counting squares to determine the area of surfaces and asks the reader to find the area of a 9 square grid.
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.
Perimeter and Area Word Problems
Here are the 4 steps:
1. Look for clue words and decide perimeter or area
2. Draw a picture
3. Decide what formula to use
4. Solve
These 4 steps help us solve perimeter and area word problems.
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.
Area word problems
The document provides steps for solving area word problems: look for clue words indicating area needs to be found, draw a picture, write the area formula, and solve. It includes 3 example problems: finding the area of a yard that is 12 ft wide by 14 ft long, finding the area of a bedroom that is 10 ft wide by 14 ft long to buy carpet, and finding the area of a bulletin board that is 3 yards wide by 3 yards long to cover with paper.
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This document discusses proportions and similar figures in geometry. It explains that proportions involve equal ratios that can be used with similar figures, which have the same shape but different sizes. Examples show setting up and solving proportions to find unknown dimensions of similar figures. The document provides practice problems involving similar right triangles and real-world applications of using proportions to calculate heights. It discusses accuracy and potential sources of error when using this method.
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This lesson teaches students how to calculate the area of a parallelogram by decomposing it into rectangles. Students are given a template of a parallelogram and instructed to cut it along a dotted line to form a rectangle. By measuring the base and height, they determine that the area formula for a parallelogram is the same as that of a rectangle: Area = base x height. Students then practice calculating the areas of various parallelograms by identifying and measuring the base and height.
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Scale drawings and models are used to represent objects that are too large or small to depict at their actual size. A scale establishes the ratio between measurements on a drawing or model to the actual object. Scales can be written as ratios or converted to a scale factor. Using cross-multiplication in a proportion, scales allow for determining unknown measurements based on the scale ratio. Common uses of scales include maps, architectural plans, engineering drawings, and models.
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This document discusses scale drawings and how to solve problems using proportions. It defines key terms like scale drawing and scale. It provides examples of how to use ratios and proportions to determine actual lengths and scales when given the scale and a measurement on the drawing. Readers are walked through interpreting scale drawings, finding lengths when given a scale and measurement, and word problems that involve finding lengths or scales.
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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.
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Perimeter and Area Word Problems
Here are the 4 steps:
1. Look for clue words and decide perimeter or area
2. Draw a picture
3. Decide what formula to use
4. Solve
These 4 steps help us solve perimeter and area word problems.
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.
Area word problems
The document provides steps for solving area word problems: look for clue words indicating area needs to be found, draw a picture, write the area formula, and solve. It includes 3 example problems: finding the area of a yard that is 12 ft wide by 14 ft long, finding the area of a bedroom that is 10 ft wide by 14 ft long to buy carpet, and finding the area of a bulletin board that is 3 yards wide by 3 yards long to cover with paper.
Proportional shapes
This document discusses proportions and similar figures in geometry. It explains that proportions involve equal ratios that can be used with similar figures, which have the same shape but different sizes. Examples show setting up and solving proportions to find unknown dimensions of similar figures. The document provides practice problems involving similar right triangles and real-world applications of using proportions to calculate heights. It discusses accuracy and potential sources of error when using this method.
G6 m5-a-lesson 1-t
This lesson teaches students how to calculate the area of a parallelogram by decomposing it into rectangles. Students are given a template of a parallelogram and instructed to cut it along a dotted line to form a rectangle. By measuring the base and height, they determine that the area formula for a parallelogram is the same as that of a rectangle: Area = base x height. Students then practice calculating the areas of various parallelograms by identifying and measuring the base and height.
Scale and scale factor
Scale drawings and models are used to represent objects that are too large or small to depict at their actual size. A scale establishes the ratio between measurements on a drawing or model to the actual object. Scales can be written as ratios or converted to a scale factor. Using cross-multiplication in a proportion, scales allow for determining unknown measurements based on the scale ratio. Common uses of scales include maps, architectural plans, engineering drawings, and models.
Scale drawings and proportions
This document discusses scale drawings and how to solve problems using proportions. It defines key terms like scale drawing and scale. It provides examples of how to use ratios and proportions to determine actual lengths and scales when given the scale and a measurement on the drawing. Readers are walked through interpreting scale drawings, finding lengths when given a scale and measurement, and word problems that involve finding lengths or scales.
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This document outlines the dress code, uniform, appearance, and conduct policies for students. It specifies what is allowed and not allowed in terms of uniforms, shoes, jewelry, hair, nails, tattoos, piercings, IDs, food/drink, cell phones, gum, and attendance. It also describes policies on exams/quizzes, competencies, cheating, plagiarism, language, and CPR certification. Failure to comply with any of these policies could result in points lost, course failure, or dismissal from the program.
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Napkin rings can be made from painted leaves by painting one side of large leaves different colors, making designs after drying, cutting off stems, and rolling each leaf into a tube that is fastened with staple pins to create napkin rings in various designs and colors.
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This document discusses various theories for categorizing audiences. It outlines rating systems, income/social class, psychographic profiles like "Young and Rubicam's Four Consumers", and the "LifeMatrix" system. It also discusses ways audiences can be influenced, like the "Hypodermic Needle" theory, and seeing audiences as individuals who interpret media differently based on their experiences and views. The conclusion emphasizes considering these theories to understand an audience's needs and create content they will want to consume in order to achieve commercial success.
Blood Detection by Chemical Methods
Forensic scientists use three main categories of chemical methods to detect blood at crime scenes: crystal tests, catalytic tests, and instrumental methods. Crystal tests examine the formation of haemoglobin derivative crystals under a microscope. Catalytic tests rely on haemoglobin's ability to catalyze the breakdown of hydrogen peroxide, producing a color change. Instrumental methods like chromatography can identify and characterize haemoglobin. These chemical tests are used to confirm visible blood stains, detect non-visible stains, and enhance faint stains, helping investigators identify potential suspects.
01 why are we poor best
The document compares poor and rich countries, finding that the difference is not due to age, natural resources, or intellectual ability. Rather, the key difference is the attitudes and principles followed by most people in each society. Rich countries became wealthy by embracing principles like ethics, integrity, responsibility, respect for laws, work ethic, savings, and punctuality. In poor countries, only a minority follow these basic principles that are so important to the functioning of developed societies. The document argues that countries are poor not because of external factors but because of deficiencies in attitudes.
Acid & base
The document defines acids and bases according to three theories:
1) Arrhenius theory defines acids as substances that produce H+ ions in water and bases as substances that produce OH- ions in water.
2) Bronsted-Lowry theory defines acids as proton donors and bases as proton acceptors in any solvent.
3) Lewis theory uses electron pair donors and acceptors to define acids and bases and applies to a wider range of substances.
The document also discusses pH scales, strong vs. weak acids and bases, and factors that contribute to acid rain in certain regions.
4wives
The merchant had four wives that he loved to varying degrees. When he fell ill and knew he was dying, he asked each wife to keep him company in death. The three wives he loved most - the 4th, 3rd, and 2nd wives - all refused. Only his neglected 1st wife, who was skinny from malnourishment, agreed to follow him. The story suggests the four "wives" represent our pursuits in life - wealth, pleasure, reputation, and neglect of spirituality. When we die, only our spiritual development truly remains with us.
Napkin rings from leaves
Napkin rings can be made from painted leaves by painting one side of large leaves different colors, making designs after drying, cutting off stems, and rolling each leaf into a tube that is fastened with staple pins to create napkin rings in various designs and colors.
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Water is the most valuable resource for survival. It is essential for all life on Earth and is required for many daily activities from cooking and washing to transportation of food and waste in our bodies. While gold, houses, and diamonds have value, no human could survive without access to clean water for more than a week. The document encourages various ways to conserve water through practices like collecting rainwater, turning off taps, and only watering plants as needed to avoid waste and depletion of groundwater supplies.
Diseminare mobilitate Comenius ,,Creativity and learning,,
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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.
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El club ecológico realizó una actividad de compostaje para enseñar a los estudiantes a clasificar los desechos en biodegradables y no biodegradables, y cómo los desechos biodegradables pueden convertirse en abono para las plantas.
Job search
The document provides guidance on conducting a successful job interview process including:
1) Identifying various job lead sources such as current employees, job boards, newspapers, and professional network.
2) Targeting desired positions by reviewing job descriptions and highlighting relevant qualifications.
3) Preparing for interviews through researching the company, practicing responses, and assembling an interview portfolio.
4) Participating in interviews with good verbal/non-verbal communication, focusing responses on qualifications, and avoiding inappropriate topics.
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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.
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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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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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What Outdoor Adventures Await Young Adults in Montreal's Surrounding Nature
Experience Montreal's vibrant culture and thrilling outdoor adventures. From hiking scenic trails at Mont-Saint-Bruno to kayaking the Saint Lawrence River, there's something for every adventurous young adult. Explore street art, camp under the stars, and immerse yourself in nature's beauty just beyond the city's bustling streets.
Excursions in Tahiti Island Adventure
Our excursions in tahiti offer stunning lagoon tours, vibrant marine life encounters, and cultural experiences. We ensure unforgettable adventures amidst breathtaking landscapes and serene waters. For more information, mail us at tracey@uniquetahiti.com.
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Ready for Cold Weather Rafting Here's What to Wear to Stay Comfortable!
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Nathdwara is more than just a town; it’s a cultural and spiritual haven that offers a unique blend of history, art, and tradition.
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Get the information here about top 10 tourist places in South India to explore with your family or friends by a taxi booked from Bharat Taxi.
Explore Architectural Wonders and Vibrant Culture With Naples Tours
Discover the historical gems and vivid culture of Naples with our guided tours. From the vivid narrow streets of Spaccanapoli to the ancient ruins of Pompeii, the city offers a mixed bag of adventurous experiences. Book your tickets today https://www.naples.tours/ and experience the best of Naples!
定制(cardiff学位证书)英国卡迪夫大学毕业证本科学历原版一模一样
原版定制【微信:bwp0011】《(cardiff学位证书)英国卡迪夫大学毕业证本科学历》【微信:bwp0011】成绩单 、雅思、外壳、留信学历认证永久存档查询，采用学校原版纸张、特殊工艺完全按照原版一比一制作（包括：隐形水印，阴影底纹，钢印LOGO烫金烫银，LOGO烫金烫银复合重叠，文字图案浮雕，激光镭射，紫外荧光，温感，复印防伪）行业标杆！精益求精，诚心合作，真诚制作！多年品质 ,按需精细制作，24小时接单,全套进口原装设备，十五年致力于帮助留学生解决难题，业务范围有加拿大、英国、澳洲、韩国、美国、新加坡，新西兰等学历材料，包您满意。
【业务选择办理准则】
一、工作未确定，回国需先给父母、亲戚朋友看下文凭的情况，办理一份就读学校的毕业证【微信bwp0011】文凭即可
二、回国进私企、外企、自己做生意的情况，这些单位是不查询毕业证真伪的，而且国内没有渠道去查询国外文凭的真假，也不需要提供真实教育部认证。鉴于此，办理一份毕业证【微信bwp0011】即可
三、进国企，银行，事业单位，考公务员等等，这些单位是必需要提供真实教育部认证的，办理教育部认证所需资料众多且烦琐，所有材料您都必须提供原件，我们凭借丰富的经验，快捷的绿色通道帮您快速整合材料，让您少走弯路。
留信网认证的作用:
1:该专业认证可证明留学生真实身份
2:同时对留学生所学专业登记给予评定
3:国家专业人才认证中心颁发入库证书
4:这个认证书并且可以归档倒地方
5:凡事获得留信网入网的信息将会逐步更新到个人身份内，将在公安局网内查询个人身份证信息后，同步读取人才网入库信息
6:个人职称评审加20分
7:个人信誉贷款加10分
8:在国家人才网主办的国家网络招聘大会中纳入资料，供国家高端企业选择人才
【关于价格问题（保证一手价格）】
我们所定的价格是非常合理的，而且我们现在做得单子大多数都是代理和回头客户介绍的所以一般现在有新的单子 我给客户的都是第一手的代理价格，因为我想坦诚对待大家 不想跟大家在价格方面浪费时间
对于老客户或者被老客户介绍过来的朋友，我们都会适当给一些优惠。
Un viaje a Buenos Aires y sus alrededores
A travelogue of my recent trip to Argentina, most to Buenos Aires, but including excursion to Iguazú waterfalls, Tigre, and Colonia del Sacramento in Uruguay
Discovering Egypt A Step-by-Step Guide to Planning Your Trip.ppt
Travelling to Egypt is like stepping into a time capsule where the past and present coexist, offering a unique blend of history, culture, and stunning landscapes.
See more: https://imperialegypt.com/tour-packages/
Exploring the Majesty of Nepal: An Unforgettable Tour Experience
Beyond the mountains, a tour in Nepal reveals a vibrant tapestry of cultural heritage. The Kathmandu Valley, a UNESCO World Heritage Site, boasts an array of ancient temples, stupas, and palaces. Durbar Squares in Kathmandu, Bhaktapur, and Patan are treasure troves of medieval art and architecture.
Discover the Magic of Ibiza An Unforgettable Boat Trip
Ibiza, situated in the Balearic Islands, stands out as a destination that encompasses everything: stunning landscapes, hidden gems to explore, a vibrant social scene, rich cultural life, and exceptional gastronomy. Opting for ‘Ibiza Rent A Boat’ to experience an unforgettable vacation on the White Island is certainly worthwhile, prompting a deeper exploration of the unique and fascinating aspects of Ibiza.
bangalore metro routes, stations, timings
Bangalore Metro, also known as Namma Metro, is a rapid transit system serving the city of Bangalore, Karnataka, India. It is the second longest operational metro network in India after the Delhi Metro.
一比一原版(UST毕业证)圣托马斯大学毕业证如何办理
UST毕业证offer【微信95270640】☀《圣托马斯大学毕业证购买》GoogleQ微信95270640《UST毕业证模板办理》加拿大文凭、本科、硕士、研究生学历都可以做,二、业务范围：
★、全套服务：毕业证、成绩单、化学专业毕业证书伪造《圣托马斯大学大学毕业证》Q微信95270640《UST学位证书购买》
文凭办理流程：
1客户提供办理信息：姓名生日专业学位毕业时间等（如信息不确定可以咨询顾问：微信95270640我们有专业老师帮你查询）；
2开始安排制作毕业证成绩单电子图；
3毕业证成绩单电子版做好以后发送给您确认；
4毕业证成绩单电子版您确认信息无误之后安排制作成品；
5成品做好拍照或者视频给您确认；
6快递给客户（国内顺丰国外DHLUPS等快读邮寄）。
7完成交易删除客户资料
高精端提供以下服务：
一：圣托马斯大学圣托马斯大学硕士学位证成绩单全套材料从防伪到印刷水印底纹到钢印烫金
二：真实使馆认证（留学人员回国证明）使馆存档
三：真实教育部认证教育部存档教育部留服网站可查
四：留信认证留学生信息网站可查
五：与学校颁发的相关证件1:1纸质尺寸制定（定期向各大院校毕业生购买最新版本毕,业证成绩单保证您拿到的是鲁昂大学内部最新版本毕业证成绩单微信95270640）
A.为什么留学生需要操作留信认证?
留信认证全称全国留学生信息服务网认证,隶属于北京中科院。①留信认证门槛条件更低,费用更美丽,并且包过,完单周期短,效率高②留信认证虽然不能去国企,但是一般的公司都没有问题,因为国内很多公司连基本的留学生学历认证都不了解。这对于留学生来说,这就比自己光拿一个证书更有说服力,因为留学学历可以在留信网站上进行查询!
B.为什么我们提供的毕业证成绩单具有使用价值？
查询留服认证是国内鉴别留学生海外学历的唯一途径但认证只是个体行为不是所有留学生都操作所以没有办理认证的留学生的学历在国内也是查询不到的他们也仅仅只有一张文凭。所以这时候我们提供的和学校颁发的一模一样的毕业证成绩单就有了使用价值。乌龟和王八贼头贼脑的倒也逗人喜爱日上三竿时山娃总爱窜进自家瓜棚里跟小伙伴们坐着聊天聊着聊着便忍不住往瓜田里逡巡一番抱起一只硕大的西瓜用石刀劈开抑或用拳头砸开每人抱起一大块就啃啃得满嘴满脸猴屁股般的红艳大家一个劲地指着对方吃吃地笑瓜裂得古怪奇形怪状却丝毫不影响瓜味甜丝丝的满嘴生津遍地都是瓜横七竖八的活像掷满了一地的大石块摘走二三只爷爷是断然发现不了的即便发现爷爷也不恼反而教山娃辨认孰熟孰嫩孰甜孰淡水
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Area and perimeter
- 1. Area and Perimeter
- 2. Area is the amount of surface space that a flat object has. Area is reported in the amount of square units. Area
- 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 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. Which family has the pool with the bigger swimming area? Let’s do these problems together. Family A Family B
- 13. The End