## Patterns

 1.1 Patterns

 Definition Patterns are list of numbers or objects arranged based on a rule or design.

 Patterns of various set of numbers (i) Even numbers and odd numbers Even numbers are referring to the numbers that are divisible by $$2$$ Example: $$2,4,6,8,10,12,14,....$$ Odd numbers are referring to the numbers that are not divisible by $$2$$. Example: $$1,3,7,9,11,13,15,...$$ (ii) Pascal's Triangle To build Pascal's Triangle, always start with $$1$$ at the top. All rows will start and end with $$1$$. The number on the next row is determined by adding the numbers on the previous row. Example: (iii) Fibonacci Numbers It is a pattern of numbers in a sequence. The sequence starts with $$0,1,1$$. The next term is obtained by adding the two previous terms. Example:

## Patterns

 1.1 Patterns

 Definition Patterns are list of numbers or objects arranged based on a rule or design.

 Patterns of various set of numbers (i) Even numbers and odd numbers Even numbers are referring to the numbers that are divisible by $$2$$ Example: $$2,4,6,8,10,12,14,....$$ Odd numbers are referring to the numbers that are not divisible by $$2$$. Example: $$1,3,7,9,11,13,15,...$$ (ii) Pascal's Triangle To build Pascal's Triangle, always start with $$1$$ at the top. All rows will start and end with $$1$$. The number on the next row is determined by adding the numbers on the previous row. Example: (iii) Fibonacci Numbers It is a pattern of numbers in a sequence. The sequence starts with $$0,1,1$$. The next term is obtained by adding the two previous terms. Example: