The rectangular stack is eight apples high.

Slides:

Advertisements

Similar presentations

The flat surfaces of three-dimensional figures are called faces.

Advertisements

Finding Surface Area Step 1: Flatten the 3-D figure A rectangular prism will flatten to 6 rectangles. Depending on the dimensions of the 3-D figure, you.

2D Shapes. Polygons..

EXAMPLE 2 Write rules for sequences

Surface Area: Prisms and Pyramids

Surface Area and Volume Three-Dimensional Figures and.

SIDING MATERIALS ESTIMATING AREA Shapes we will be using are rectangles and triangles H x L = area of a rectangle The rectangle formula will work with.

Warm Ups Preview 10-1 Perimeter 10-2 Circles and Circumference

12.2 Nets and Surface Area.

Developing a Conceptual Understanding of Fractions

(7.6) Geometry and spatial reasoning The student compares and classifies shapes and solids using geometric vocabulary and properties. The student is expected.

Today’s Plan: Unit 1 - Geometry Shapes. Triangle.

9.3 Solving Quadratic Equations by the Quadratic Formula.

Geometry: Plane Shapes Ms. Magallanes 1st Grade Louis Wiener ES.

 A rectangular prism is a solid (3- dimensional) object which has six faces that are rectangles. It is a prism because it has the same cross-section.

Surface Area of Triangular Prisms Greg Morrison. Definition: The sum of the areas of all of the faces of a three-dimensional figure. Ex. How much construction.

Volume Prisms and Cylinders. Volume of a Prism A prism is a solid object with: identical ends flat sides and the same Cross Section all along its length.

Nets Nets A net is a pattern that you cut out and fold to form a 3 - dimensional figure.

Pythagorean Theorem and Its Converse Chapter 8 Section 1.

Three-Dimensional Figures

Rectangular Prism Cylinder SPI I CAN determine the surface area of a 3-D figure.

TYPES of SOLIDS PRE374 PRISM: a solid with two identical ends and all flat surfaces. BASE: the side on which the solid rests. Triangular Prism Rectangular.

CAPS #19 TODAY!!!!!!!. Marshmallow Lab In a group you are going to make 3-D figures that we just went over today in class. Marshmallows-Vertices Toothpicks-Edges.

Surface Area If you remove the surface from a three-dimensional figure and lay it out flat, the pattern you make is called a net. Nets allow you to see.

Sphere – any round object whose curved surface is the same distance to the center as all of its points.

Prism A prism is a polyhedron, with two parallel faces called bases. The other faces are always parallelograms. The prism is named by the shape of its.

Volume of Rectangular Prisms EQ: How do you find the volume of rectangular prisms?

Three-Dimensional Figures Identify and classify pyramids and prisms by the number of edges, faces, or vertices Identify and classify pyramids and prisms.

Geometry Review.

Area of 2-Dimensional Figures

Number and patterns quiz

Patterns In Sequence By Miss Seymour.

Three-Dimensional Figures

Properties of 3-D Shapes

What properties can a 3D shape have?

What is a Polygon?.

7.7: Perimeters and Areas of Similar Figures

Fractions and Decimals

Area and Volume Area is the amount of space contained in a two-dimensional figure Volume is the amount of space in a three-dimensional figure.

Properties of 3-D Shapes

Cross SECTIONS.

Volume of Prisms TeacherTwins©2014.

Applying Pascal’s Triangle

Identifying the nets of 3D shapes

Properties of 3-D Shapes

Solid Geometry.

Page 31 A B C D E The following figures above all have the same area, but may have different perimeters. Which of the figures has the smallest perimeter?

Cost of fencing, leveling and cementing

Cost of Levelling.

The Percent Proportion

Three-Dimensional Figures

Cost of fencing.

Solid Geometry.

1. Drag the shapes down to make 2 different patterns.

Properties of 3-D Shapes

Perimeter [ GM3.1 Support Plenary]

Solid Geometry.

Stretching and Shrinking

4.NBT.5 Multiply a whole number of up to four digits by a one-digit whole number, and multiply two two-digit numbers, using strategies based on place value.

Counting Shapes.

Can you work out the next shape in the pattern?

Grade 2 “I Can” Math Statements

Unit 5 Review 6th Grade Math.

Can you work out the next shape in the pattern?

Presentation transcript:

The rectangular stack is eight apples high. How many apples are in the stack?

8 9 You might solve the problem this way.

36 36 You might solve the problem this way.

The rectangular stack is five apples high. How many apples are in the stack?

5 6 You might solve the problem this way.

15 15 You might solve the problem this way.

The rectangular stack is eleven apples high. How many apples are in each triangle?

If a triangular stack of apples is 25 apples wide, how many apples are in the whole stack? If a triangular stack of apples is n apples wide, how many apples are in the whole stack? 3. 210 apples are used to make a triangular stack. How wide is the stack?

If a house-shaped stack of apples is 25 apples wide, how many apples are in the whole stack? If a house-shaped stack of apples is n apples wide, how many apples are in the whole stack?

If a Greek cross array of apples is 25 apples along each side, how many apples are in the whole array? If a Greek cross array contains 761 apples, how many apples are along each side?

What is the smallest number of apples that need to be moved to turn this triangular pattern into a square pattern?