I would use this with my students. Having them create their own and finding their own shapes. I would use the first slides to have students come up to the board
I would use this with my students. Having them create their own and finding their own shapes. I would use the first slides to have students come up to the board
Hadj Ounis's most notable work is his sculpture titled "Metamorphosis." This piece showcases Ounis's mastery of form and texture, as he seamlessly combines metal and wood to create a dynamic and visually striking composition. The juxtaposition of the two materials creates a sense of tension and harmony, inviting viewers to contemplate the relationship between nature and industry.
Explore the multifaceted world of Muntadher Saleh, an Iraqi polymath renowned for his expertise in visual art, writing, design, and pharmacy. This SlideShare delves into his innovative contributions across various disciplines, showcasing his unique ability to blend traditional themes with modern aesthetics. Learn about his impactful artworks, thought-provoking literary pieces, and his vision as a Neo-Pop artist dedicated to raising awareness about Iraq's cultural heritage. Discover why Muntadher Saleh is celebrated as "The Last Polymath" and how his multidisciplinary talents continue to inspire and influence.
2137ad Merindol Colony Interiors where refugee try to build a seemengly norm...luforfor
This are the interiors of the Merindol Colony in 2137ad after the Climate Change Collapse and the Apocalipse Wars. Merindol is a small Colony in the Italian Alps where there are around 4000 humans. The Colony values mainly around meritocracy and selection by effort.
2137ad - Characters that live in Merindol and are at the center of main storiesluforfor
Kurgan is a russian expatriate that is secretly in love with Sonia Contado. Henry is a british soldier that took refuge in Merindol Colony in 2137ad. He is the lover of Sonia Contado.
2. Parallel Lines
Parallel lines run alongside each other in pairs
They would never meet if they carried on.
They are always the same distance apart.
An easy way to remember whether lines are
parallel is Parallel has parallel l’s in.
3. Look at these shapes.
How many pairs of parallel lines can
you see in each shape?
4. PerpendicuLar
What angle is this?
PerpendicuLar lines are pairs
of lines that meet at a right
angle.
They are usually marked by
using the right-angle symbol
at the point where they
meet.
An easy way to remember
perpendicuLar lines is
it ends with an r for right angle.
It is in the shape of L
5. Two-dimensional Shapes
(2D)
• These shapes are flat
and can only be drawn
on paper.
• They have two
dimensions – length
and width.
• They are sometimes
called plane shapes.
6. The way we describe a shape is by listing its ‘properties’
• NUMBER OF SIDES
• For example, a pentagon has 5 sides.
• NUMBER OF EDGES (VERTICES)
A vertex is the same as a corner, it is where two sides meet.
For example, a pentagon has 5 vertices.
Properties of 2D shape
9. QUADRILATERALS
We all have 4 sides.
We have only straight sides and no curved sides
We are Closed shape
Remember just like a quad bike.
10.
11. I am
Square..
I have 4
sides.
I have 4
corners.
All my sides
are equal
Opposite sides
are equal
12. I am a
Rectangle.
I have 4
sides.
I have 4
corners.
I have two short
sides and two long
sides.
Opposite sides
are equal
13. I am a
Parallelogram.
I have 4
sides.
I have 4
corners.
My opposite
sides are equal
My opposite
angles are equal
14. I am a
Kite.
I have 4
sides.
I have 4
corners.
2 pairs of equal
length sides
15. I am a
Rhombus.
I have 4
sides.
I have 4
corners.
All my sides
are equal
Opposite angles
are equal
16. Sides
Quadrilateral
Sides
1 pair of parallel
sides
2 pairs of parallel
sides and opposite
sides equal.
2 pairs of parallel sides
and 4 perpendicular
2 pairs of parallel
sides and 4
perpendicular.
2 pairs of parallel
sides.
No parallel or
perpendicular
21. Polygon
Greek: Poly- "many“, -gon "angle"
Regular = sides/angles all equal
Which of these shapes are polygo
Which are regular?
Which are irregular?
Can you name them?
Irregular
Octagon
Irregular
Hexagon
Irregular
Hexagon
Regular
Pentagon
Regular
Decagon
1. 2.
3. 4.
5. 6. 7.
8.
9.
10.
11.
12.
Regular
Octagon Regular
Triangle
Regular
Hexagon
27. Faces, Edges and Vertices
Three dimensional
(3D) shapes are
defined by the
number of faces,
edges and vertices
(corners) that they
have.
VERTEX
(plural is vertices)
EDGE
TETRAHEDRON
FACE
29. A square based pyramid
Faces
Edges
Vertices
5
8
5
Faces, Edges and Vertices
Three
dimensional (3D)
shapes are
defined by the
number of
faces, edges
and vertices
(corners) that
they have.
30. Find the number of faces, edges and vertices for each of
the 3D shapes shown below.
Pentagonal based pyramid
Faces
Edges
Vertices
6
10
6
Hexagonal based pyramid
Faces
Edges
Vertices
7
12
7
Rectangular based pyramid
Face= Base +1
Vertex= Base +1
Edge= Base x 2
Faces
Edges
Vertices
5
8
5
31. Find the number of faces, edges and vertices for each of
the 3D shapes shown below.
Cube
Hexagonal based prism
Faces
Edges
Vertices
6
12
8
Faces
Edges
Vertices
8
18
12
Pentagonal based prism
Faces
Edges
Vertices
7
15
10
Cuboid or rectangular based prism
Faces
Edges
Vertices
6
12
8
Triangular based prism
Faces
Edges
Vertices
5
9
6
Face= Base + 2
Vertex= Base x 2
Edge= Base x 3
40. add up all the sides,
Or count the sides of grids
Use these two methods
To find the perimeter
count the space inside
Or multiply two sides
Use these two methods
To find the area
To the tune of Farmer in the Dell
