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Discuss and enter your responses:
1. What do you notice?
2. List down as many things that you notice.
3. What do you wonder?What do the colours represent?
4. How did the colours come about?
5. Why are they represented that way?

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You may find this useful for your analysis

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All the numbers that is fully red is prime numbers

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Jolene, Alistair, Phoenix, Jia Hao

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Each portion of the circle represent the prime factors of the number
Each white line-1 represent 'x'

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2 is orange, 3 green, 5 blue, 7 purple and all the prime numbers above 10 are red.
Number 1 is grey because it is neither a prime nor composite number. Everything in the chart is a multiple of prime numbers
I wonder who came up with the idea to make this chart.
They are represented that way to make it easier to do prime factorisation.

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all prime numbers have only 1 solid color and are not split into any smaller parts

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Yu ning, Hong Zhi, Le Xuan, Bryan

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all the multiples of 3, 6, 9 are in a straight line

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the numbers are colour coded, and each sector means the number colour mutilplied by another number colour

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1. I noticed the numbers

2. I noticed that the numbers with a single colour without being divided into different parts are prime numbers. I also noticed that when the numbers (represented by the colours)  are multiplied together, they form the center number.

3. I wonder why this colour number circle thing was invented? 2 represents orange, 3 represents green, 5 represents blue and 7 represents purple. The numbers that are double digit primes are red, with a indication on another certain number's red part as well.

4. I'm not really sure-

5. To help "sort" numbers by which prime factors they have and help with index notation.

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The no. of lines in a circle is equal to the no. of factors the number in that circle has minus 2 (exceptions: perfect square, perfect cube, perfect quartic, perfect quintic etc)

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1. I notice that the multiples of 2 and 5 are in straight lines while the multiples of 3 are in diagonal lines.

3. I wonder why the multiples for 7 do not seem to have a pattern.
The orange colour represents 2 and multiples of 2.
The green colour represents 3 and multiples of 3.
The blue colour represents 5 and multiples of 5.
The purple colour represents  7 and the multiples of 7 while red represents the rest of the prime numbers to 100.

4. Each part with a colour means that the value of the colour is multiplied to make that number. The white lines divide the colours into separate parts.
Example, 6 has 1 orange and 1 green part, meaning that 6 is the multiple of 2 and 3.

5. They are represented this way to show which numbers are multiplied by which number to get you the final number.
Example 4 has 2 orange parts meaning that 4 is 2x2.

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i noticed that all the multiples of 2 are represented by the orange colour and that the multiples of 3 are in green and the multiples of 5 are in blue and the multiples of 7 are in purple

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Ting Xuan, Vann Xyn, Paavana, Isaac

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I noticed that 1 is a grey area.
The picture is of the prime factorization of the numbers 1 to 100 with 2 being represented by orange, 3 being represented by green, 5 being represented by blue and 7 being represented by purple.
All the other numbers are either enclosed in different pieces with different colours or a solid red circle.

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1. I noticed that the numbers 1 - 100 are displayed across a square

2. - All prime numbers are assigned a solid colour with no lines seperating segments.

- All prime numbers above 10 are red in colour

- The number of lines seperating the colours is +2 unless it is a perfect square in which case it is +1.

- The colours represent the factors of that number. For example, 14 is comprised of purple and orange, meaning that the factors of it are 2 and 7.

3.  - I wonder why all prime numbers above 10 are all 1 colour (red)

- The colours represent the prime factors of that number

4. The colours represent the prime factors of the number

5. To depict the prime factors of that number in a much simpler way as well as help to write the number in index notation.

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Lio Han, Kai Jun, Siew Ling, Edgar

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i noticed that the colors represented the prime factorizations of the number

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The prime numbers are made up of only one color. All the multiples of 2 have orange in them. 1 is the only number which is grey. All the square numbers are in 1 color except for 36.
The colors came about based on the prime numbers. They are represented based on the color of their factors.

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Orange- 2
Green- 3
Blue- 5
Purple- 7
Red- prime numbers above ten

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-The numbers that have orange in it are even numbers.
-The numbers fully in red are prime numbers.
-The numbers with a little bit of red and has a number on top of the red part are multiples of that number.
-The numbers that have green in it are multiples of 3.
-The numbers that have light blue in it are multiples of 5.
-The numbers that have purple in it are multiples of 7.

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1. i noticed that multiples of 2 are in orange, multiples of 3 are in green, and multiples of 5 are in blue.
2. prime numbers above 10 are in red.

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I notice that the prime numbers under 10 have their individual colours. If bigger numbers have those colours it means that that number represented by the colour is a factor of that bigger number.
Example, 14 has purple and yellow which represent 7 and 2 respectively. This means that 7 and 2 are factors of 14

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1.  I notice that there are numbers that is represented by different colours
2.  I noticed that the colour:
Orange is 2
Green is 3
Blue is 5
Purple is 7
Red is prime number
The gap in between each colour represents X
3.  I wonder what the purpose of this is and how they came up with this idea.
4.  The colours represent different numbers? Not really sure
5. To show the numbers factors. Reminds me about Ladder method

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All of the no. that are divided by into 2 parts, and has the same colour, is a square no.