2D shapes

2D shapes
You can count [u]sides[/u] and [u]vertices[/u] to name two-dimensional shapes.
2D shapes
Different Shapes according their sides and vertices
You can count sides and vertices to name two-dimensional shapes. Look at how many sides and vertices each shape has
Match the shape and their name
sides and vertex
Answer the question
A square has
A figure with 3 sides and 3 vertices is a...
A pentagon has

Trapezoid: Area (I)

1.
[color=#000000]In the [/color][color=#ff00ff][b]trapezoid[/b][/color][color=#000000] above, suppose base_1 = 6 cm, base_2 = 3 cm, and height = 5 cm.[br]What would the area of the [/color][color=#ff00ff][b]trapezoid[/b][/color][color=#000000] be? [/color]
2.
Without looking up the formula on another tab in your internet browser, describe below, in your own words, how you could find the [b][color=#ff00ff]area of ANY TRAPEZOID[/color][/b] in terms of both its bases and its height.
Quick (Silent) Demo

volume

Un fichier pour aider à maîtriser les différentes unités de volume
Quel est le volume d'une brique de jus de fruit de dimensions suivantes :[br] Longueur = 5 cm[br] largeur = 4 cm[br] hauteur = 10 cm ?

Surface Area & Volume: Right Prism

Twice the area of the [color=#980000][b]base[/b][/color]and [color=#980000][b]top[/b][/color].[br]Twice the area of the [b][color=#0000ff]front[/color][/b] and [b][color=#0000ff]back[/color][/b].[br]Twice the area of the [b][color=#38761d]left[/color][/b] and [color=#38761d][b]right[/b][/color] sides.[br]The sum gives the [b]Surface Area[/b].[br]The product of the l, w, and h is the [b]Volume[/b].[br]Moving the sliders give different dimensions to the right prism.[br]Move the Net slider to open the net of the prism interactively.
Alternate version of Surface Area

Regular Polygons: Perimeter & Area

[color=#000000]This applet accompanies the[/color][color=#ff00ff] [i]Perimeter and Area of Regular Polygons[/i][/color][color=#000000] investigation given to you at the beginning of class. [/color]

Perpendicular Lines: Quick Intro

WARM UP:
The lines below are said to be [b]perpendicular lines[/b]. [br][br]
Move the LARGE POINTS around a bit, then answer the question that appears below.
[b]What does it mean for two lines to be perpendicular? [/b]

Animated view of right angles.

Animated view of right angles.
Animated view of right angles.

Information