Squaring the Rectangle Squaring the Rectangle Square Convince
- Slides: 73
Squaring the Rectangle
Squaring the Rectangle Square Convince yourself that the two quadrilaterals have the same area.
Given a rectangle such as this how would you construct the square of the same area? Keep watching to get some clues!
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. Focus on the black dot.
. A trace on the black dot might help.
A
x Mid-point of diameter
Construct a square with area equal to the total area of the two quadrilaterals.
x
RESOURCES
SIC_46 Squaring the Rectangle Square Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Rectangle Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Rectangle Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Rectangle Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Rectangle Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Squaring the Rectangle Square Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
SIC_46 Square Rectangle Squaring the Rectangle Convince yourself that the two quadrilaterals have the same area. Construct the square with area equal to the rectangle below using only a pencil, compass and straight edge.
- Squaring a rectangle
- Self squaring fractals
- Shallow screening of ballast
- How to square a binomial
- Spike prime line squaring
- Factoring perfect squares
- Shallow screening in railway
- Squaring function
- Graeffe's root squaring method examples
- All the perfect squares
- Squaring of sleepers
- Multiply out brackets
- Difference between kites and rhombus
- Square rectangle rule
- Triangle side names
- Rhombus trapezoid
- A square is sometimes a rectangle
- Properties of square
- Square trapezoid
- Special parallelogram
- Proving a rhombus
- A parallelogram is a square always sometimes never
- Conditions for rhombuses rectangles and squares
- Rhombus kite parallelogram
- What is parris position in salem
- How does garvey convince cole to eat the groceries
- Convince ourselves
- Reporter destroys ice sculpture
- In which of these statements does henry use parallelism?
- The goal of this essay is to convince the reader –
- We convince ourselves that life will be better
- Persuaive words
- Huck finn chapter 16
- Persuading the reader
- Infinitives can function as
- Who does creon tell oedipus to send for?
- We convince ourselves that life will be better
- Ttgg x ttgg
- Biostatistics examples
- Square numbers up to 12
- Simplify square root of 82
- 11-20 cubes
- 90 square root simplified
- Dmca square root
- Dạng đột biến một nhiễm là
- điện thế nghỉ
- Biện pháp chống mỏi cơ
- Trời xanh đây là của chúng ta thể thơ
- Gấu đi như thế nào
- Thiếu nhi thế giới liên hoan
- Vẽ hình chiếu vuông góc của vật thể sau
- Một số thể thơ truyền thống
- Các châu lục và đại dương trên thế giới
- Thế nào là hệ số cao nhất
- Ng-html
- Sơ đồ cơ thể người
- So nguyen to
- Tư thế ngồi viết
- đặc điểm cơ thể của người tối cổ
- Cách giải mật thư tọa độ
- Tư thế worm breton là gì
- ưu thế lai là gì
- Thẻ vin
- Cái miệng nó xinh thế chỉ nói điều hay thôi
- Các châu lục và đại dương trên thế giới
- Bổ thể
- Từ ngữ thể hiện lòng nhân hậu
- Diễn thế sinh thái là
- Tư thế ngồi viết
- Thế nào là giọng cùng tên? *
- Thơ thất ngôn tứ tuyệt đường luật
- Phép trừ bù
- Hát lên người ơi alleluia
- Hổ sinh sản vào mùa nào