1. Programming Techniques
Keywords
Sequence/algorithm, Instructions, Efficiency, Structured
Programming Techniques
Sequence

2. What is sequencing?
Objectives
BEGINNER: Be able to break a complex task into a sequence of simple steps.
ADVANCED:
Understand that the order of steps in algorithms matters.
EXPERT:
Make use of flowcharts and pseudo codes to solve sequencing problems.
Sequencing allows a programmer to solve complex tasks through a number of simple steps.
The order of steps in most tasks matters – similarly, we use brackets in maths to make sure that certain operations are done before others (sometimes we need to add before we do multiplication and division).
Starter activity
1. Read the article.
2. Try out the simulator.
3. How has sequencing applied here?

3. Task Create a set of steps to draw the following shapes:
Objectives
BEGINNER: Be able to break a complex task into a sequence of simple steps.
ADVANCED:
Understand that the order of steps in algorithms matters.
EXPERT:
Make use of flowcharts and pseudo codes to solve sequencing problems.
Create a set of steps to draw the following shapes:
Square of 50 x 50
Rectangle of 50 x 100
Triangle with sides of 60, 60, 60
Triangle with side 60 x 80 x 100
How efficient is it just using a sequence of steps?
Starter activity
What the advantages and disadvantages of sequencing?

4. Answers Advantages Disadvantages Objectives
BEGINNER: Be able to break a complex task into a sequence of simple steps.
ADVANCED:
Understand that the order of steps in algorithms matters.
EXPERT:
Make use of flowcharts and pseudo codes to solve sequencing problems.
Advantages
Disadvantages
Each line follows the next, Create simple programs very quickly, Easy to follow for a small program, Fundamental principal of a program, Starts at the top, finishes at the bottom!
Not at all efficient, Becomes very difficult to follow with large programs, Extremely hard to maintain
Starter activity

5. Complex Task A=(45-23*12)/(78*(56-89+23)) Objectives
BEGINNER: Be able to break a complex task into a sequence of simple steps.
ADVANCED:
Understand that the order of steps in algorithms matters.
EXPERT:
Make use of flowcharts and pseudo codes to solve sequencing problems.
A=(45-23*12)/(78*( ))
Given this mathematical expression, how can we break it a sequence of simple steps?
Remember:
Brackets, Multiplication/Division, Addition/Subtraction
Starter activity