3rd geometry unit 5_3D shapes
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The document is about 3D shapes and their characteristics. It defines 3D shapes as solid objects with three dimensions of height, width and length, unlike 2D plane figures. It describes the key parts of prisms and pyramids, noting that prisms have two equal bases and flat quadrilateral faces, while pyramids have one base that is a polygon and triangular faces that meet at a common vertex. Finally, it introduces curved 3D shapes like cylinders, cones and spheres that have curved surfaces.
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St. Patrick's Day is celebrated on March 17th to honor St. Patrick, the patron saint of Ireland. It is popularly celebrated in the United States with people wearing green, eating corned beef and cabbage, and recognizing symbols like shamrocks and leprechauns. St. Patrick brought Christianity to Ireland in the fifth century, which is why he is famous and the reason for the holiday.
Our kitchen and us
"Our kitchen and us" es un boceto de un proyecto e-Twinning creado a raíz de el curso "Proyecte e-Twinning".
Cooking pancakes with Sarah
The document provides a recipe for making pancakes with Sarah. It lists the ingredients needed as flour, baking powder, salt, sugar, milk, eggs and butter. It then outlines the steps to prepare the ingredients, cook the pancakes in a pan with butter, and enjoy eating the finished pancakes with various toppings.
Mat_3rd_UD4_3D Shapes
This 3rd grade math unit covers 3D shapes including prisms, pyramids, and curved 3D shapes. Prisms are defined and their types are listed, with the cube identified as a special prism with equal square faces and no bases. Pyramids are also introduced and their types noted. Curved 3D shapes are the final topic covered in the unit.
Mat_5th_UD5_The plane figures' areas
This document discusses the areas of different plane figures including squares, rectangles, rhomboids, triangles, trapezoids, rhombuses, regular polygons, and circles. It provides information on calculating the areas of these basic shapes through formulas using measurements of their sides or radii.
Plat_3ri4rt_ud6_tony cragg_artwork
The document provides information about the artist Tony Cragg and his collage and sculpture works. It asks questions about identifying features of Cragg's artwork, such as which figure has the longest legs or how many bottles are in one piece. It also includes a link to a video where Tony Cragg explains his own artmaking process and sculptures.
Plat_3ri4rt_ud6_tony cragg_presentation
Plat_3ri4rt_ud6_tony cragg_presentation
Plat_3ri4rt_ud6_tony cragg_presentation
Plat_3ri4rt_ud6_tony cragg_presentation
Plat_3ri4rt_ud6_tony cragg_presentation
Mat_4rt_UD4_Plane figures
This document provides definitions and information about plane figures and polygons for 4th grade math. It defines polygons as closed polygonal lines with an interior, and lists the most common polygons as triangles and quadrilaterals. It explains that polygons are classified by the number of sides, and defines key terms like diagonal, perimeter, and types of triangles and quadrilaterals. The document also covers circles, their parts, and how to use a compass to draw circles.
Mat_6th_ud3_the plane figures and their areas
Mat_6th_ud3_the plane figures and their areas
Mat_6th_ud3_the plane figures and their areas
Mat_6th_ud3_the plane figures and their areas
Mat_6th_ud3_the plane figures and their areas
Mat_6th_ud3_the plane figures and their areas
Mat_6th_ud3_the plane figures and their areas
Mat_6th_ud3_the plane figures and their areas
Plast_3ri4rt_UD5_Agatha Ruiz de la Prada
Plast_3ri4rt_UD5_Agatha Ruiz de la Prada
Plast_3ri4rt_UD5_Agatha Ruiz de la Prada
Plast_3ri4rt_UD5_Agatha Ruiz de la Prada
Plast_3ri4rt_UD5_Agatha Ruiz de la Prada
Plast_3ri4rt_UD5_Agatha Ruiz de la Prada
Plast_3ri4rt_UD5_Agatha Ruiz de la Prada
Arts & Crafts_5th and 6th_Pablo picasso
Arts & Crafts_5th and 6th_Pablo picasso
Arts & Crafts_5th and 6th_Pablo picasso
Arts & Crafts_5th and 6th_Pablo picasso
Mat_5th_UD3_Angles
This document defines angles and describes how to measure, construct, classify, and bisect angles. It contains the following key points:
1. An angle is the amount of turn between two lines that meet at a common endpoint called the vertex. Angles are measured in degrees using a protractor.
2. To construct a 45 degree angle, mark the 45 degree mark on a protractor and draw a line from the vertex to this mark.
3. There are different types of angles including complete angles of 360 degrees and relationships between consecutive, adjacent, and inverse angles.
Mat_3r_UD3_Plane figures
Mat_3r_UD3_Plane figures
Mat_3r_UD3_Plane figures
Mat_3r_UD3_Plane figures
Mat_3r_UD3_Plane figures
Mat_3r_UD3_Plane figures
Mat_3r_UD3_Plane figures
Mat_4th_UD3_Lines and angles
Mat_4th_UD3_Lines and angles
Mat_4th_UD3_Lines and angles
Mat_4th_UD3_Lines and angles
Mat_4th_UD3_Lines and angles
Mat_4th_UD2_Geometric shapes
Mat_4th_UD2_Geometric shapes
Mat_4th_UD2_Geometric shapes
Mat_4th_UD2_Geometric shapes
Mat_4th_UD2_Geometric shapes
Mat_4th_UD2_Geometric shapes
Mat_4th_UD2_Geometric shapes
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