logging in or signing up Area and Perimeter jesshead2000 Download Post to : URL : Related Presentations : Share Add to Flag Embed Email Send to Blogs and Networks Add to Channel Uploaded from authorPOINT lite Insert YouTube videos in PowerPont slides with aS Desktop Copy embed code: (To copy code, click on the text box) Embed: URL: Thumbnail: WordPress Embed Customize Embed The presentation is successfully added In Your Favorites. Views: 601 Category: Education License: All Rights Reserved Like it (1) Dislike it (0) Added: May 06, 2009 This Presentation is Public Favorites: 1 Presentation Description No description available. Comments Posting comment... Premium member Presentation Transcript Area and Perimeter : Area and Perimeter What is Area? What is Perimeter? Area is the amount of space an object takes up Perimeter is the distance around an object Area Area Practice Perimeter Practice Perimeter Area : Area Area of a Rectangle Area of a Triangle Area of a Parallelogram Area of a Square Perimeter Find the Area of the Squares Click on the square to check your answer! : Find the Area of the Squares Click on the square to check your answer! 5 ft 6.7 in 2.02 cm 3.5 m A= 20 ft2 A= 26.8 ft2 A = 14ft2 A= 8.08ft2 Square #2 Square #4 Square #3 Square #1 More Area A = lw Square #1A = lwA= (5 X 5)A = 25 ft2 : Square #1A = lwA= (5 X 5)A = 25 ft2 Click Here to Return Square #2A = lwA= (6.7 X 6.7)A = 44.89 in2 : Square #2A = lwA= (6.7 X 6.7)A = 44.89 in2 Click Here to Return Square #3A = lwA= (3.5 X 3.5)A = 12.25 m2 : Square #3A = lwA= (3.5 X 3.5)A = 12.25 m2 Click Here to Return Square #4A = lwA= (2.02 X 2.02)A = 4.0804 cm2 : Square #4A = lwA= (2.02 X 2.02)A = 4.0804 cm2 Click Here to Return Find the Area of the Triangles Click on the triangle to check your answer! : Find the Area of the Triangles Click on the triangle to check your answer! More Area A = ½bh 2.1 mm 4 mm 5.4 cm 3.1 cm 6? in 8 in Triangle #1A = ½bhA= ½(2.1 X 4)A = 4.2 mm2 : Triangle #1A = ½bhA= ½(2.1 X 4)A = 4.2 mm2 Click Here to Return Triangle #2A = ½bhA= ½(6? X 8)A = 25.32 in2 : Triangle #2A = ½bhA= ½(6? X 8)A = 25.32 in2 Click Here to Return Triangle #3A = ½bhA= ½(3.1 X 5.4)A = 8.37 cm2 : Triangle #3A = ½bhA= ½(3.1 X 5.4)A = 8.37 cm2 Click Here to Return Find the Area of the Rectangles Click on the rectangle to check your answer! : Find the Area of the Rectangles Click on the rectangle to check your answer! More Area A = lw 6.8 in 15.4 in 9.2 m 5.7 m 5 ft 16.2 ft Rectangle #1A = lwA= 16.2 X 5A = 81 ft2 : Rectangle #1A = lwA= 16.2 X 5A = 81 ft2 Click Here to Return Rectangle #2A = lwA= 5.7 X 9.2A = 52.44 m2 : Rectangle #2A = lwA= 5.7 X 9.2A = 52.44 m2 Click Here to Return Rectangle #3A = lwA= 15.4 X 6.8 A = 104.72 in2 : Rectangle #3A = lwA= 15.4 X 6.8 A = 104.72 in2 Click Here to Return Find the Area of the ParallelogramsClick on the parallelogram to check your answer! : Find the Area of the ParallelogramsClick on the parallelogram to check your answer! More Area A = bh 5.9 m 4.6 m 8.3 ft 13 ft Parallelogram #1A = bhA= 5.9 X 4.6 A = 27.14 m2 : Parallelogram #1A = bhA= 5.9 X 4.6 A = 27.14 m2 Click Here to Return Parallelogram #2A = bhA= 13 X 8.3 A = 107.9 ft2 : Parallelogram #2A = bhA= 13 X 8.3 A = 107.9 ft2 Click Here to Return Perimeter : Perimeter Perimeter of a Rectangle Perimeter of a Triangle Perimeter of a Parallelogram Perimeter of a Square Area Find the Perimeter of the Squares Click on the square to check your answer! : Find the Perimeter of the Squares Click on the square to check your answer! 5 ft 6.7 in 2.02 cm 3.5 m A= 20 ft2 A= 26.8 ft2 A = 14ft2 A= 8.08ft2 Square #2 Square #4 Square #3 Square #1 More Perimeter P = 2(l + w) Square #1P = 2(l + w)P= 2(5 + 5)P = 20 ft : Square #1P = 2(l + w)P= 2(5 + 5)P = 20 ft Click Here to Return Square #2P = 2(l + w)P = 2(6.7 + 6.7)P = 26.8 ft : Square #2P = 2(l + w)P = 2(6.7 + 6.7)P = 26.8 ft Click Here to Return Square #3P = 2(l + w)P = 2(3.5 + 3.5)P = 14 ft : Square #3P = 2(l + w)P = 2(3.5 + 3.5)P = 14 ft Click Here to Return Square #4P = 2(l + w)P = 2(2.02 + 2.02)P = 8.08 ft : Square #4P = 2(l + w)P = 2(2.02 + 2.02)P = 8.08 ft Click Here to Return Find the Perimeter of the RectanglesClick on the rectangle to check your answer! : Find the Perimeter of the RectanglesClick on the rectangle to check your answer! More Perimeter P = 2(l + w) 6.8 in 15.4 in 9.2 m 5.7 m 5 ft 16.2 ft Rectangle #1P = 2(l + w)P= 2(16.2 + 5)P = 42.4 ft : Rectangle #1P = 2(l + w)P= 2(16.2 + 5)P = 42.4 ft Click Here to Return Rectangle #2P = 2(l + w)P= 2(5.7 + 9.2)P = 29.8 ft : Rectangle #2P = 2(l + w)P= 2(5.7 + 9.2)P = 29.8 ft Click Here to Return Rectangle #3P = 2(l + w)P= 2(15.4 + 6.8)P = 44.4 ft : Rectangle #3P = 2(l + w)P= 2(15.4 + 6.8)P = 44.4 ft Click Here to Return Find the Perimeter of the ParallelogramsClick on the parallelogram to check your answer! : Find the Perimeter of the ParallelogramsClick on the parallelogram to check your answer! More Perimeter P = 2(l + w) 7.8 m 2.3 m 9.2 ft 15 ft Parallelogram #1P = 2(l + w)P= 2(7.8 + 2.3)P = 20.2 ft : Parallelogram #1P = 2(l + w)P= 2(7.8 + 2.3)P = 20.2 ft Click Here to Return Parallelogram #2P = 2(l + w)P= 2(9.2 + 15)P = 48.4 ft : Parallelogram #2P = 2(l + w)P= 2(9.2 + 15)P = 48.4 ft Click Here to Return Find the Perimeter of the TrianglesClick on the triangle to check your answer! : Find the Perimeter of the TrianglesClick on the triangle to check your answer! More Area P = s + s + s 2.1 mm 4 mm 5.4 cm 3.1 cm 6.7 in 8 in 8 in 2.1 mm 5.4 cm Triangle #1P = s + s + sP= 2.1 + 2.1 + 4P = 8.2 ft : Triangle #1P = s + s + sP= 2.1 + 2.1 + 4P = 8.2 ft Click Here to Return Triangle #2P = s + s + sP= 6.7 + 8 + 8P = 22.7 ft : Triangle #2P = s + s + sP= 6.7 + 8 + 8P = 22.7 ft Click Here to Return Triangle #3P = s + s + sP= 5.4 + 5.4 + 3.1P = 13.9 ft : Triangle #3P = s + s + sP= 5.4 + 5.4 + 3.1P = 13.9 ft Click Here to Return You do not have the permission to view this presentation. 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Area and Perimeter jesshead2000 Download Post to : URL : Related Presentations : Share Add to Flag Embed Email Send to Blogs and Networks Add to Channel Uploaded from authorPOINT lite Insert YouTube videos in PowerPont slides with aS Desktop Copy embed code: (To copy code, click on the text box) Embed: URL: Thumbnail: WordPress Embed Customize Embed The presentation is successfully added In Your Favorites. Views: 601 Category: Education License: All Rights Reserved Like it (1) Dislike it (0) Added: May 06, 2009 This Presentation is Public Favorites: 1 Presentation Description No description available. Comments Posting comment... Premium member Presentation Transcript Area and Perimeter : Area and Perimeter What is Area? What is Perimeter? Area is the amount of space an object takes up Perimeter is the distance around an object Area Area Practice Perimeter Practice Perimeter Area : Area Area of a Rectangle Area of a Triangle Area of a Parallelogram Area of a Square Perimeter Find the Area of the Squares Click on the square to check your answer! : Find the Area of the Squares Click on the square to check your answer! 5 ft 6.7 in 2.02 cm 3.5 m A= 20 ft2 A= 26.8 ft2 A = 14ft2 A= 8.08ft2 Square #2 Square #4 Square #3 Square #1 More Area A = lw Square #1A = lwA= (5 X 5)A = 25 ft2 : Square #1A = lwA= (5 X 5)A = 25 ft2 Click Here to Return Square #2A = lwA= (6.7 X 6.7)A = 44.89 in2 : Square #2A = lwA= (6.7 X 6.7)A = 44.89 in2 Click Here to Return Square #3A = lwA= (3.5 X 3.5)A = 12.25 m2 : Square #3A = lwA= (3.5 X 3.5)A = 12.25 m2 Click Here to Return Square #4A = lwA= (2.02 X 2.02)A = 4.0804 cm2 : Square #4A = lwA= (2.02 X 2.02)A = 4.0804 cm2 Click Here to Return Find the Area of the Triangles Click on the triangle to check your answer! : Find the Area of the Triangles Click on the triangle to check your answer! More Area A = ½bh 2.1 mm 4 mm 5.4 cm 3.1 cm 6? in 8 in Triangle #1A = ½bhA= ½(2.1 X 4)A = 4.2 mm2 : Triangle #1A = ½bhA= ½(2.1 X 4)A = 4.2 mm2 Click Here to Return Triangle #2A = ½bhA= ½(6? X 8)A = 25.32 in2 : Triangle #2A = ½bhA= ½(6? X 8)A = 25.32 in2 Click Here to Return Triangle #3A = ½bhA= ½(3.1 X 5.4)A = 8.37 cm2 : Triangle #3A = ½bhA= ½(3.1 X 5.4)A = 8.37 cm2 Click Here to Return Find the Area of the Rectangles Click on the rectangle to check your answer! : Find the Area of the Rectangles Click on the rectangle to check your answer! More Area A = lw 6.8 in 15.4 in 9.2 m 5.7 m 5 ft 16.2 ft Rectangle #1A = lwA= 16.2 X 5A = 81 ft2 : Rectangle #1A = lwA= 16.2 X 5A = 81 ft2 Click Here to Return Rectangle #2A = lwA= 5.7 X 9.2A = 52.44 m2 : Rectangle #2A = lwA= 5.7 X 9.2A = 52.44 m2 Click Here to Return Rectangle #3A = lwA= 15.4 X 6.8 A = 104.72 in2 : Rectangle #3A = lwA= 15.4 X 6.8 A = 104.72 in2 Click Here to Return Find the Area of the ParallelogramsClick on the parallelogram to check your answer! : Find the Area of the ParallelogramsClick on the parallelogram to check your answer! More Area A = bh 5.9 m 4.6 m 8.3 ft 13 ft Parallelogram #1A = bhA= 5.9 X 4.6 A = 27.14 m2 : Parallelogram #1A = bhA= 5.9 X 4.6 A = 27.14 m2 Click Here to Return Parallelogram #2A = bhA= 13 X 8.3 A = 107.9 ft2 : Parallelogram #2A = bhA= 13 X 8.3 A = 107.9 ft2 Click Here to Return Perimeter : Perimeter Perimeter of a Rectangle Perimeter of a Triangle Perimeter of a Parallelogram Perimeter of a Square Area Find the Perimeter of the Squares Click on the square to check your answer! : Find the Perimeter of the Squares Click on the square to check your answer! 5 ft 6.7 in 2.02 cm 3.5 m A= 20 ft2 A= 26.8 ft2 A = 14ft2 A= 8.08ft2 Square #2 Square #4 Square #3 Square #1 More Perimeter P = 2(l + w) Square #1P = 2(l + w)P= 2(5 + 5)P = 20 ft : Square #1P = 2(l + w)P= 2(5 + 5)P = 20 ft Click Here to Return Square #2P = 2(l + w)P = 2(6.7 + 6.7)P = 26.8 ft : Square #2P = 2(l + w)P = 2(6.7 + 6.7)P = 26.8 ft Click Here to Return Square #3P = 2(l + w)P = 2(3.5 + 3.5)P = 14 ft : Square #3P = 2(l + w)P = 2(3.5 + 3.5)P = 14 ft Click Here to Return Square #4P = 2(l + w)P = 2(2.02 + 2.02)P = 8.08 ft : Square #4P = 2(l + w)P = 2(2.02 + 2.02)P = 8.08 ft Click Here to Return Find the Perimeter of the RectanglesClick on the rectangle to check your answer! : Find the Perimeter of the RectanglesClick on the rectangle to check your answer! More Perimeter P = 2(l + w) 6.8 in 15.4 in 9.2 m 5.7 m 5 ft 16.2 ft Rectangle #1P = 2(l + w)P= 2(16.2 + 5)P = 42.4 ft : Rectangle #1P = 2(l + w)P= 2(16.2 + 5)P = 42.4 ft Click Here to Return Rectangle #2P = 2(l + w)P= 2(5.7 + 9.2)P = 29.8 ft : Rectangle #2P = 2(l + w)P= 2(5.7 + 9.2)P = 29.8 ft Click Here to Return Rectangle #3P = 2(l + w)P= 2(15.4 + 6.8)P = 44.4 ft : Rectangle #3P = 2(l + w)P= 2(15.4 + 6.8)P = 44.4 ft Click Here to Return Find the Perimeter of the ParallelogramsClick on the parallelogram to check your answer! : Find the Perimeter of the ParallelogramsClick on the parallelogram to check your answer! More Perimeter P = 2(l + w) 7.8 m 2.3 m 9.2 ft 15 ft Parallelogram #1P = 2(l + w)P= 2(7.8 + 2.3)P = 20.2 ft : Parallelogram #1P = 2(l + w)P= 2(7.8 + 2.3)P = 20.2 ft Click Here to Return Parallelogram #2P = 2(l + w)P= 2(9.2 + 15)P = 48.4 ft : Parallelogram #2P = 2(l + w)P= 2(9.2 + 15)P = 48.4 ft Click Here to Return Find the Perimeter of the TrianglesClick on the triangle to check your answer! : Find the Perimeter of the TrianglesClick on the triangle to check your answer! More Area P = s + s + s 2.1 mm 4 mm 5.4 cm 3.1 cm 6.7 in 8 in 8 in 2.1 mm 5.4 cm Triangle #1P = s + s + sP= 2.1 + 2.1 + 4P = 8.2 ft : Triangle #1P = s + s + sP= 2.1 + 2.1 + 4P = 8.2 ft Click Here to Return Triangle #2P = s + s + sP= 6.7 + 8 + 8P = 22.7 ft : Triangle #2P = s + s + sP= 6.7 + 8 + 8P = 22.7 ft Click Here to Return Triangle #3P = s + s + sP= 5.4 + 5.4 + 3.1P = 13.9 ft : Triangle #3P = s + s + sP= 5.4 + 5.4 + 3.1P = 13.9 ft Click Here to Return