Into the 10 by 10 centimetre grid?

Slides:

Advertisements

Similar presentations

Test practice Multiplication. Multiplication 9x2.

Advertisements

Towerism Task Task 1Task 2Task 3 Task 4Task 5Task 6 Task 7Task 8Task 9 NC Level 5 to 8.

8cm 5cm Area = 8 x 5 = 40cm 2 A parallelogram can be split up into a rectangle and 2 triangles – each with the same area. 10cm 5cm.

Multiplication Table Grid

10-3 Area of Composite Figures Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.

Warm up Notes Preliminary Activity Activit y For Fun Surface area of a cylinder.

Relate side lengths with the number of tiles on a side.

1. 2 Get a rectangular piece of paper and cut it diagonally as shown below. You will obtain two triangles with each triangle having half the area of the.

Making Equations (2) Algebra 5 x + 7 Area = 53cm 2 The area of a rectangle. In each of the examples below, the area of the rectangle is given. Make an.

Solving Quadratic Equations – More Examples

Measure Area MAFS.3.MD.3.5b, MAFS.3.MD.3.6. What is the area of the shape below?

Multiplication Table Grid

Surface Area of a Prism Cubes and Cuboids.

Bell Work: Find the perimeter and area of a rectangle with a length of 12cm and a width of 9cm.

The amount by which the represented reality has been reduced on a map 1: : : The amount by which the represented reality has been.

{ Module 4 Lesson 3 Model tiling with centimeter and inch unit squares as a strategy to measure area.

Metric Units of Length millimetres centimetres decimetres metres.

PERIMETERS What is the Perimeter of a shape. What is the Perimeter of this rectangle? What is the Perimeter of this rectangle? 5cm 15cm.

P= Parentheses E= Exponents M= Multiplication D= Division A= Addition S= Subtraction.

Area of a Triangle These two triangles are identical.

Aim To be able to describe how a shape has been translated. Success Criteria To know what translation of a shape means. To know how to describe how a shape.

Area of a Rectangle = base x height

Simplifying 1 + 2a + b + 1 a + b a + b + 1 2a b + a + b

metres grams litres Converting Units kilometres centimetres kilograms

Greatest Common Factor

Geometric Model for Distributive Property

Year 4 Autumn Block 3: Measurement, Length & Perimeter

Area of triangles.

Multiplication Tables

Finding the Area of Rectangles and Parallelograms

Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.

Area of triangles.

On your whiteboards… Find the area 6cm 3cm.

Click when ready....

The graph of f(x) is depicted on the left. At x=0.5,

Simplifying 1 + 2a + b + 1 a + b a + b + 1 2a b + a + b

Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.

Metric Units Tuesday, 01 January 2019.

Area of a Composite Calculate the area of this shape Total Area =

Objective : Calculate the area of rectangles.

Areas of Composite Shapes

Metric Unit Conversion: Metres and centimetres

Objective - To find the area of squares and rectangles.

Decide, with an example, whether these statements are true or false.

Area Learning Intentions

Compound Area Compound area is where a shape can be made up of other shapes. The area of a compound shape can be found by calculating the area of the shapes.

Areas of Compound Shapes

Area: Area of a rectangle

Work out as many things as you can!

Perimeter, Circumference, Area of Rectangle and Square

Year 2 Summer Term Week 2 Lesson 5

Perimeter, Circumference, Area of Rectangle and Square

Multiplication LI: To be able to write number sentences to describe an array.

Area and Perimeter.

Area of combined figures

Year 2 Summer Term Week 2 Lesson 5

Area of a Triangle – Foundation – GCSE Questions

Quadrilaterals – Classifying – Foundation – GCSE Questions

Find the perimeter and area of each shape.

Finding the Area of a Rectangle

Compound Shapes – Area – Bingo

Linear Equations – Forming & Solving – Higher – GCSE Questions

Compound Shapes – Area & Perimeter – Bingo Only Answer

Linear Equations – Mixed – Higher – GCSE Questions

Circle – Area – Foundation – GCSE Questions – AQA

Rectangle – Perimeter – Bingo Only Answer

Presentation transcript:

Into the 10 by 10 centimetre grid? Can you arrange 7 rectangles with the following areas; 1cm2 6cm2 12cm2 14cm2 16cm2 24cm2 27cm2 Into the 10 by 10 centimetre grid? (no gaps of overlaps)

Into the 10 by 10 centimetre grid? Can you arrange 7 rectangles with the following areas; 1cm2 6cm2 12cm2 14cm2 16cm2 24cm2 27cm2 Into the 10 by 10 centimetre grid? (no gaps of overlaps)

Into the 10 by 10 centimetre grid? Can you arrange 5 rectangles with the following areas; 6cm2 12cm2 16cm2 18cm2 48cm2 Into the 10 by 10 centimetre grid? (no gaps of overlaps)

Into the 10 by 10 centimetre grid? Can you arrange 5 rectangles with the following areas; 6cm2 12cm2 16cm2 18cm2 48cm2 Into the 10 by 10 centimetre grid? (no gaps of overlaps)

Rectangles are placed on the centimetre grid to the left. The areas of all the rectangles are different. All of the areas are multiples of 3. Can you find a way of placing rectangles so none overlap and no gaps are left?

3, 6, 9, 12, 15, 18, 21, 24 9x12 = 108