Warm-Up Complete Worksheet

Slides:



Advertisements
Similar presentations
Surface Area of Prisms and Cylinders Section 12.2
Advertisements

Chapter 12 – Surface Area and Volume of Solids
Chapter 12. Section 12-1  Also called solids  Enclose part of space.
12-3. Pyramids  A pyramid is a polyhedron in which one face (the base) can be any polygon and the other faces (the lateral faces) are triangles that.
6.3: Surface Areas of Pyramids and Cones
Surface Areas of Pyramids Unit 5, Lesson 4
For This Lesson... You will need: a straightedge.
Surface Area of Pyramids and Cones Section 12.3 Goal – to find the surface area of a pyramid and the surface area of a cone.
Prisms and Cylinders. A prism is a polyhedron with exactly 2 congruent parallel faces. The bases are the two congruent parallel faces. Lateral faces are.
Surface Area and Volume
Honors Geometry Section 7.3 Surface Area & Volume of Pyramids
Chapter 10: Surface Area and Volume Objectives: Students will be able to find the surface area and volume of three dimensional figures.
Chapter 10: Surface Area and Volume
The Geometry of Solids Section 10.1.
11.3 Surface Areas of Pyramids and Cones A pyramid is a polyhedron in which one face (the base) can be any polygon and the other faces (the lateral faces)
Chapter 11.3 Surface Areas of Pyramids and Cones.
Surface Area of Pyramids and Cones SWBAT: Define Pyramid, Vertex of a pyramid, slant height, Regular Pyramid, Cone, and Right cone. Find the area.
Chapter 11: Surface Area & Volume
Polyhedrons Solid - a three-dimensional figure Polyhedra or Polyhedrons - solid with all flat surfaces Faces - the flat surfaces of a solid Edges - line.
Surface Area, Lateral Area, and Volume of Prisms and Pyramids
Surface Area The sum of the area of all the faces of a polyhedron.
Section 12-1 Name the Solids. Prism a 3-dimensional figure with two congruent, parallel faces The bases are congruent, parallel faces. The bases lie in.
Surface Area and Volume Objectives: Students will be able to find the surface area and volume of three dimensional figures.
Section 12.3 Notes.
8.2 Surface Area Objectives:
An introduction to 3D Figures
WARM UP Find the Lateral and Surface Area of the following figures. Leave your answers in terms of π 10 minutes End.
Surface Areas of Pyramids Section Find the Surface Area… Find the surface area of a cylinder with a diameter of 10cm and a height of 15cm.
11-3 Surface Areas of Pyramids and Cones
Lesson : Prisms & Pyramids 1 Prisms and Pyramids.
11-1 Space Figures and Cross Sections. Polyhedra A polyhedron is a three- dimensional figure whose surfaces are polygons. Each polygon is a face of the.
10.3 – Surface Areas of Prisms and Cylinders. Warm Up.
11.2 Surface Area of Prisms and Cylinders. Prism - a polyhedron with exactly 2 congruent, parallel faces, called bases. (base shape names the prism) Lateral.
Polyhedra & Surface Area. Polyhedra Polyhedron – Solid with all flat surfaces that enclose a single region of space. Basically, just a 3D figure whose.
Surface Areas 8.7 Surface Area. Objective Apply the surface area formula to various 3-dimensional figures in order to find the area 8.7 Surface Area.
Boyd/Usilton.  A pyramid is a polyhedron in which one face (base) can be any polygon and the other faces (lateral) are triangles.  A regular pyramid.
Chapter 11: Surface Area and Volume Section 11-3: Surface Areas of Pyramids and Cones.
Section 9.2 Nack/Jones1 Section 9.2 Pyramids, Area, & Volume.
SURFACE AREA & VOLUME PYRAMIDS Unit 10 April 6, 2015.
Surface area & Volume of Pyramids Tutorial 13d Pyramids §A pyramid is a polyhedron in which one face (the base) can be any polygon and the other faces.
Classifying Solids What is this Solid? Rectangular Prism.
1.Square/ Rectangle: A=b x h 2.Triangle: A= ½ b x h ( a triangle is ½ of a rectangle) 3.Circle: A = r2.
Group 6 Period 5 Problems Mac Smith, Jacob Sweeny Jack McBride.
Goal 1: To find the surface area of a pyramid Goal 2: To find the surface area of a cone.
Surface Area and Volume of Pyramids Goal: Students will find the surface area and volume of pyramids.
Warm Up Sit where you will learn best. I will rearrange as needed Complete the handout on front desk.
 A Prism is a polyhedron with two congruent, parallel bases.  The other faces are lateral faces.  A prism is named for the shape of its bases.
10-4 Surface Area of Pyramids and Cones
Warm Up Find the surface area of the right prisms.
12.2 Surface Areas of Pyramids
BELLRINGER Complete this assignment: You have 20 minutes.
May look at figures in box to give you some ideas. Geometric Solid:
Section 12-2 Pyramids.
Lesson 9-2: Prisms & Pyramids
Lesson 9-2: Prisms & Pyramids
Space Figures.
LT 10.6: Know and apply surface area and volume for pyramids and cones
INTRODUCTION TO GEOMETRIC SOLIDS.
10-5 Surface Area of Pyramids & Cones
11.3 Surface Areas of Pyramids and Cones
11.2, 11.3 Surface Areas of Prisms, Cylinders, Pyramids, and Cones
11.4 Vocabulary Polyhedron Prism, Pyramid, Cylinder, Cone, Sphere
Surface Area of Pyramids and Cones
Geometric Solids All bounded three-dimensional geometric figures. Examples: Sphere, Cylinders, Cubes, Cones, Pyramids, and Prisms.
Surface Area and Volume of Pyramids
Wednesday April 18.
Geometric Solids All bounded three-dimensional geometric figures. Examples: Sphere, Cylinders, Cubes, Cones, Pyramids, and Prisms.
Lesson 9-2: Prisms & Pyramids
10-4 surface area of pyramids and cones
Presentation transcript:

Warm-Up Complete Worksheet

Unit 10 Surface Area and Volume Monday = Quiz Wednesday = Open Note Test NO REVIEW DAY

10-1 Space Figures and Nets and Definitions for 10-3 Net – a 2-dimensional pattern that can be folded into a 3-dimensional figure

10-3 Definitions Polyhedron – a 3-D figure whose surfaces are polygons (flat) Each polygon is called a FACE. An EGDE is where 2 faces meet. A VERTEX is where 3 or more edges meet.

Prism – a polyhedron with 2 parallel faces called bases. Lateral Faces – faces that are not the bases. Altitude – height of prism ( to both bases) Lateral Area – sum of area of the lateral faces Surface Area – sum of lateral area AND areas of bases

Lateral Area and Surface Area of Prisms LA = ph (perimeter of base•height of prism) SA = LA + 2B (lateral area + 2•Area of Base)

Cylinder : Like a prism, but has circular bases or

10-4 Surface Area of Pyramids and Cones A Pyramid is a polyhedron in which one face (the base) is any polygon and the other faces (the lateral faces) are triangles that meet at a common vertex (called the vertex of the pyramid)

Altitude = Height Is the perpendicular segment from the vertex to the plane of the base. A regular pyramid is a pyramid whose base is a regular polygon and whose lateral faces are congruent isosceles triangles. The SLANT HEIGHT (l) is the length of the altitude of a lateral face of the pyramid

Pyramid ( ½ perimeter*slant height) (Lateral Area + Area of Base)

Cones

Ex 1: Find the surface Area

Ex 2: Surface Area

Ex 3 Find the slant height

Ex 4: Find SA

Ex 5: Find SA