Today we will be learning: to use a ruler to draw straight lines carefully to make a tangram.

Slides:



Advertisements
Similar presentations
Area and Perimeter By Christine Berg Edited by V T Hamilton.
Advertisements

Area of Square Area of rectangle Area of parallelogram
Line Designs, Knot Designs
Grandfather Tang’s Story
Lesson 8.6.  Rename 1 hundred for 10 tens, and then tell me how many hundreds, tens, and ones. Ready?  101 = ____ tens, _____ ones  10 tens, 1 one.
Tangrams Can you make any of the shapes on the table with your tangram?
Lattice Multiplication is an alternative way of doing higher level multiplication.
At the end of Tutorial 2 I gave you a problem to work on independently. Watch as I use LATTICE MULTIPLICATION to solve that problem.
Finding the Missing Angle in a Triangle
Module 7 Lesson 8 Create a tangram puzzle and observe relationships among shapes.
Copyright©amberpasillas2010. Perimeter – (P) (P) The distance around a figure. 10 ft. 6 ft ft.
Today we will add with decimals. Add=to put together Decimals=numbers less than zero.
Today we will derive and use the formula for the area of a triangle by comparing it with the formula for the area of a rectangle. derive = obtain or receive.
Christmas Tangrams Third Grade. Tangrams Ancient Chinese puzzle Always seven pieces: 2 large triangles I medium triangle 2 small triangles 1 square 1.
Using cartoons to draw similar figures
By Daviana Soberanis. Sums of Angle Measures This week in math we learned about how to find angle measures. I will explain how to do it.
A task for Chinese New Year for years 7, 8, 9, & 10.
The puzzle is to put the numbers from 1 to 7 into the boxes, so that the two straight lines of numbers add up to the same total. This total is known as.
EJEMPLOS DE EDUCACIÓN ARTÍSTICA. Tangram Puzzle Make a tangram for Animals. Tangram is an ancient Chinese puzzle. This activity is sometimes called "seven.
Module 8 Lesson 6. Objective Combine shapes to create a composite shape; create a new shape from composite shapes.
A tangram puzzle consists of seven pieces:
Similar Figures (Not exactly the same, but pretty close!)
Pythagoras' Theorem
Ways to Check for Divisibility Dividing By 1 All numbers are divisible by 1.
Trying Triangles By Jan, Marcia, Carole, and Donna.
Warm Up Solve x = x = x = x + 32 = 180 Course Angles in Polygons.
Time to Teach Presents Year 5 (National Numeracy Strategy) (Based on DFEE Sample Lessons)
If I wanted to walk around the yellow area, how far would you need to walk?
Ways to Check for Divisibility Dividing By 1 All numbers are divisible by 1.
Adding a Sequence of numbers (Pairing Method)
Today we will be learning: to sort 2-D shapes into groups. to recognise and describe 2-D shapes.
Line Symmetry Year 4. A shape has line symmetry if… You can draw a line through it so that one part is exactly the same as the other part.
Copyright©amberpasillas2010. Today we are going to find the Area of Parallelograms a nd the Area of Triangles.
Prisms & Cylinders Development with a cut surface 1 J. Byrne 2014.
Exploring Quadrilaterals. What is a Quadrilateral? It is a shape with four straight sides. We will try to extend that definition by investigating in greater.
How To Find The Area Of A Awkward Shape By: Wesley Smith.
Area of a Right Angled Triangle
Interior Angles of Triangles We are learning to…find the measure (in degrees) of missing interior angles in triangles. Sunday, February 21, 2016.
Ways to Check for Divisibility Dividing by 2 All even numbers are divisible by 2 Even numbers are numbers that end with either 2, 4, 6, 8, or 0.
Tessellation Project Supplies needed: 3 x 5 index card for every 2 students Scissors Ruler One sheet of white paper One sheet of construction paper Pencil.
MENTAL MATH DRAW THAT SHAPE In this timed test you will have to DRAW some geometric figures. Some may be able to be drawn two or three different ways.
Which shape column is the strongest?
Tangrams Step by Step.
The Two Piece Tangram The Two Piece Tangram. Use a ruler to measure half way along one edge. Join the mid-point to the opposite corner.
1.4 Tangram (Puzzle) Objectives
Objectives Develop and apply the formulas for the areas of triangles and special quadrilaterals. Solve problems involving perimeters and areas of triangles.
Angle Theorems for Triangles
Quadrilaterals Teacher notes
The language of your Maths exam!
Objectives Develop and apply the formulas for the areas of triangles and special quadrilaterals. Solve problems involving perimeters and areas of triangles.
Angle Theorems for Triangles
Finding the Missing Angle in a Triangle
Class Greeting.
Use a ruler or tape measure to help you find the center of the circle
Year 2 Autumn Term Week 2 Lesson 1
Ancient Chinese Tangrams
Year 2 Autumn Term Week 8 Lesson 5
7-8 Angles in Polygons Warm Up Problem of the Day Lesson Presentation
Mathematical challenges for able pupils
Mathematical challenges for able pupils
Mathematical challenges for able pupils
Year 2 Autumn Term Week 8 Lesson 5
Mathematical challenges for able pupils
Mathematical challenges for able pupils
Mathematical challenges for able pupils
Puzzle A Puzzle B.
In order to draw parallel lines
Year 2 Autumn Term Week 2 Lesson 1
Plan & Elevations Thursday, 30 May 2019.
Prove that the interior angles of a triangle have a sum of 180º
Presentation transcript:

Today we will be learning: to use a ruler to draw straight lines carefully to make a tangram.

Mental Activity We are going to practise addition facts. We are going to add consecutive numbers. Consecutive numbers follow on from each other. What does “consecutive” mean?

3 and 4 are consecutive numbers 4 follows on from 3 Can you think of any more consecutive numbers?

Which two consecutive numbers give a sum of 7? = 7

Which two consecutive numbers give a sum of 5? = 5

Which two consecutive numbers give a sum of 11? = 11

Which two consecutive numbers give a sum of 13? = 13

Which two consecutive numbers give a sum of 31? = 31

Which two consecutive numbers give a sum of 43? = 43

Main Activity Today we are going to make tangrams. Tangrams are ancient Chinese shape puzzles. They were invented about 4000 years ago!

You need to hold the ruler still, then draw the line. We are going to draw a tangram.

What shape did we start off with? What shapes do we have now inside the square?

Now that we have drawn the tangram, we can cut out the shapes.

We can put the shapes together in a different way to make a new shape.

Group Work Cut out the shapes in a tangram. Describe the shapes and then put the tangram back together again. Cut out the shapes in a tangram. Describe the shapes and try to make a new shape from them. Draw your own tangrams. Make different shapes.