All About Area By Ali Warren B-1. What is Area? Area is simply the size of a surface. It is measured in square units. Think about painting a 2D shape.

Slides:



Advertisements
Similar presentations
Area Area problems involve finding the surface area for a two-dimensional figure.
Advertisements

Formulas LinesApplicationPrismsMixed Bag Team 1Team.
Triangles, Quadrilaterals, Nets, Prisms & Composite Polygons
How much paint do we need to paint all the rooms in our house? bedroom kitchen TV room.
Perimeter Area Volume.
1 Lesson Areas of Polygons. 2 Lesson Areas of Polygons California Standard: Measurement and Geometry 1.2 Use formulas routinely for finding.
Polygons, Circles, and Solids
Area of Rectangles, Squares, Parallelograms, Triangles, and Trapezoids.
Area Area is the amount of surface space that a flat object has.
Area of Quadrilaterals and Triangles. What is a quadrilateral? Any polygon with four sides and four vertices (or corners) All sides must be straight.
Area and Perimeter.
© 2008 Pearson Addison-Wesley. All rights reserved Chapter 1 Section 9-3 Perimeter, Area, and Circumference.
Areas of parallelograms, triangles, kites, trapezoids and rhombi.
Area: Parallelograms, Triangles, and Trapezoids Written By Mrs. Ballard Tweaked By KLS.
Section 9-4 Perimeter, Area, and Circumference.
Name__________________ MCC3.MD.5,6 Assessment 1. John built a rectangle using square meter units. He made four rows with six square meter units in each.
Area.
What is area? The amount of space that a figure encloses
Holt CA Course Area of Parallelograms AF3.1 Use variables in expressions describing geometric quantities (e.g., P = 2w + 2l, A = bh, C =  d–the.
Section aFind the area of a rectangle and a square. bFind the area of a parallelogram, a triangle, and a trapezoid. cSolve applied problems involving.
What is area? The amount of space that a figure encloses The number of square units that covers a shape or figure. It is two-dimensional It is always.
FINDING THE AREA OF A RECTANGLE SWBAT use the area formula for rectangles to solve real world problems.
Changing Dimensions What’s the effect on Perimeter and Area??
1.3 Using Formulas Geometry Perimeter Measures the distance around the edge of any flat object. To find the perimeter of any figure, ADD the lengths.
Lesson 7-1 Area of Parallelograms, Triangles, and Trapezoids.
Area.
Perimeter - the distance around a figure 6 cm 4 cm You can find the perimeter of any polygon by adding the lengths of all its sides. 4 cm + 4 cm + 6 cm.
 Distance all the way around an object  Example: fence, backsplash, frame, border…  Perimeter is measured in linear units (ft, m, in)
Area and Perimeter: Working Backwards. Challenge 1 The height of a rectangle is twice the base. The area of the rectangle is 450 in 2. What is the height?
Area & Perimeter. SHAPE OVERVIEW Rectangle Triangle Hexagon Trapezoid Square Parallelogram Pentagon Circle.
Unit 5 PowerPoint Presentation Victoria Bell-Netzelman July 2011 – EDUC 5131.
Area of a Rectangle A=LW Length times Width Length width = 20 cm =12 cm A=20 12 A=240 cm 2.
Area of Quadrilateral.
Practice with Perimeter & Area. Area of a Rectangle 3” 4” units 4 units 12 square units in the rectangle 3” or 3 units on top (width) 4” or 4 units.
What you will learn? Formulas for finding the areas of rectangles, parallelograms, triangles, trapezoids, kites, regular polygons, and circles by cutting.
Copyright©amberpasillas2010. Today we are going to find the Area of Parallelograms a nd the Area of Triangles.
MG 2.1: PERIMETER & AREA RECTANGLES, SQUARES, TRIANGLES, CIRCLES Defining and calculating.
Unit 5 Review Calculating area, surface area and volume.
Bell-Ringer – 14 DAYS TILL TCAP! Show extended form and solve: A) 1 ⁴ B) 2⁵ Show simplified form and solve: C) 2 x 2 x 2 D) 5 x 5 x 5 x 5 E) 3 x 3 x 3.
Area and Perimeter. What is perimeter? The distance around a figure.
Area of Regular and irregular polygons Mrs. Korchmaros.
9.1 PERIMETER AND AREA OF PARALLELOGRAMS Objective: Students find the perimeter and area of parallelograms.
Area and Perimeter Objective: Learn what area and perimeter of a polygon is get prepared for the ALMIGHTY test!
Find the area for the rectangle given that each unit is equal to 1 cm 2. A = L x W A = 6 x 9 A = 54 cm 2.
Rectangles, Parallelograms and Squares Area and Perimeter.
Name ____________Class_____ Date______ Area of Rectangles The ________ _ of a figure is the amount of surface it covers. It is measured in ________ __.
Area of a Rectangle & Square
Triangles, Quadrilaterals, Nets, Prisms & Composite Polygons
Area of Rectangles, Squares, Parallelograms, Triangles, and Trapezoids
ESSENTIAL QUESTION: How do you calculate the area of trapezoids?
Area of 2-Dimensional Figures
Warm-Up vocab: parallelogram
Area of Polygons.
The size of a surface in square units
Area and perimeter jeopardy TriangleRectangleTrapezoidCircle Circle Part II Final Jeopardy.
Area of Shapes.
UNIT 8: 2-D MEASUREMENTS PERIMETER AREA SQUARE RECTANGLE PARALLELOGRAM
Mr. Peter Richard P.R Find the Area and Perimeter of
Area.
Surface Area and Volume Review
Areas of Trapezoids, Rhombi, and Kites
Area of a Trapezoid.
Area, Surface Area, Perimeter, Volume
Area of Parallelogram.
Area Formula of a Square?
Pick the ride you are most comfortable with…
Area & Perimeter.
By- Sabrina,Julianna, and Killian
Objective : Learn to find the area of a triangle.
What is area? The amount of space that a figure encloses
Presentation transcript:

All About Area By Ali Warren B-1

What is Area? Area is simply the size of a surface. It is measured in square units. Think about painting a 2D shape. Area is the amount of paint needed to cover the shape.

Formulas for Area Square Area = a 2 a = length of side (Or b x h) ↕ a Rectangle Area = L x W L = length W = width (Or b x h) Trapezoid Area = ½(a+b) x h h = vertical height ↕ a ↕ b ↕ h (You are averaging the two side lengths when you divide a & b by 2.) ↕ ↕ W L Parallelogram Area = b x h b = base h = vertical height ↕ ↕ b h b ↕ ↕ h Triangle ½ x b x h b = base h = vertical height (Triangles are halfs of other polygons that have the formula for area b x h. This is why we divide the b x h by 2.)

Area in the Real World Area is important to learn because it is used in everyday life. For example, to install carpet you must multiply the room’s length by it’s width to find out how many square feet of carpeting to buy. Another example would be how many cans of paint to buy, or how many bags of fertilizer you need to cover your garden. How are area problems used in the real world?

Guided Practice Mary wants to install new carpet in her bedroom. She measures the length and the width of her bedroom. Mary’s room is 13 feet by 11 feet. How many square feet of carpeting is needed to cover Mary’s room? The formula is A = L x W, or area equals length times width. So, you must multiply 13 feet by 11 feet. 13 x 11 = Do the work on your paper! 143ft 2 Remember your units!

Practice Problem Sammy is planning a garden. She measures the length and the width where her garden will be. Sammy’s garden will be 45 feet by 16 feet. A bag of fertilizer says it can cover 50 square feet. What is the area of Sammy’s garden and how many bags of fertilizer will she need to buy? Show all of your work while finding the answer! Don’t forget to put in your units! Answers: Bags of fertilizer = 15 (round up) Area = 720ft 2

Practice Problem Chloe is painting a billboard for a company. In the company’s logo there is a triangle. Chloe painted the triangle on the billboard. The triangle had a base of 20 feet and a height of 60 feet. What is the area of the triangle Chloe painted? Answer: 600ft 2

Practice Problem John made toy cars for little kids. On each of the cars he painted a trapezoid where he signed his name. If these are the measurements, what is the area of the trapezoid John would paint on the cars? John 4cm 6cm 5cm Answer: 27cm 2

Practice Problem Josh just mowed a large soccer field. The soccer field was 100 yards long and 60 yards wide. What is the area of the soccer field? Answer: 600yd 2

Practice Problem Olivia is painting her ceiling pink. Olivia’s ceiling is in the shape of a square. One side of her ceiling is 12 feet long. What is the area of Olivia’s ceiling? Answer: 144ft 2

Thank you for viewing my powerpoint! I hope you learned all about area!

Resources and_area/index.html