# CS 240 Computer Programming 1

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CS 240 Computer Programming 1
Flowcharts

An informal definition of an algorithm is:
a step-by-step method for solving a problem or doing a task.

Algorithm A step-by-step problem-solving procedure
An algorithm is a sequence of unambiguous instructions for solving a problem. The number of steps of an algorithm will be countable and finite. It is a sequence of instructions (or set of instructions) to make a program more readable; a process used to answer a question.

How to understand the problem?
Define the problem Analyze the problem Develop an algorithm/method of solution Write a computer program corresponding to the algorithm Test and debug the program Document the program (how it works and how to use it)

Tools Flowcharts Pseudo code
There are two commonly used tools to help to document program logic (the algorithm) Flowcharts Pseudo code

A flowchart indicates:
Definition The production flowchart is a visual representation of the sequence of the program. It shows what comes first, second, third, etc A flowchart indicates: The steps to be taken in order to solve a problem. The order or the sequence of these steps.

Flowchart Rules 1. Use only one start and one stop per flowchart, --that is, one way in and one way out of the flowchart. 2. The logic flow of the solution is displayed from top to bottom and from left to right. 3. Use the appropriate symbol for each type of operation. 4. Use arrows when moving to another part of the flowchart rather than lines. 5. Do not leave dead-ends--that is, a part of a question unanswered.

Symbols Description Symbol TERMINAL - To start or end a flowchart
TERMINAL - To start or end a flowchart INPUT / OUTPUT - Used with Read, Input, Print and other I/O commands. PROCESSING - Used for operations done inside the computer. Such as calculations, storing and moving of data. DECISION - Used to ask a question in programming. Questions are Yes/No format (Used with the If Statement). DIRECTION FLOW - Used to connect symbols and to represent the direction of flow. Lines should not cross each other. Arrowheads should be placed at the end close to the symbol. Connector - or joining of two parts of program

1.Simple sequential Flowchart
Example 1 Construct a flow chart that prints "Hello, World"?

1.Simple sequential Flowchart
Algorithm Step 1- Start Step 2- Print "Hello, World" Step 3- Stop

1.Simple sequential Flowchart
Start Print “Hello, World” Stop

1.Simple sequential Flowchart
Example 2 Construct a flow chart that finds the sum of two numbers.

1.Simple sequential Flowchart
Variables Algorithm A: First Number Step 1- Start Step 2- Read A B: Second Number Step 3- Read B C: Sum (A+B) Step 4- Calculate C = A+B Step 5- Print C Step 6- Stop

1.Simple sequential Flowchart

1.Simple sequential Flowchart
Example 3 Construct a flow chart that finds the sum, average and product of three numbers.

1.Simple sequential Flowchart
Variables Algorithm X: First Number Step 1- Start Y: Second Number Step 2- Read X, Y, Z Step 3- Calculate S = X+Y+Z Z: Third Number Step 4- Calculate A = S/3 S: Sum (X+Y+Z) Step 5- Calculate P = X*Y*Z A: Average (S/3) Step 6- Print S, A, P P: Product (X*Y*Z) Step 7- Stop

1.Simple sequential Flowchart
Start Read X,Y,Z S= X+Y+Z A=S/3 P=X*Y*Z Print S,A,P Stop

1.Simple sequential Flowchart
Example 4 Construct a flow chart that finds the difference and the division of two numbers and display the result

1.Simple sequential Flowchart
Variables Algorithm N1 : First Number Step 1- Start N2 : Second Number Step 2- Read N1, N2 Step 3- Calculate D = N1-N2 D: Difference Step 4- Calculate V = N1/N2 V: Division Step 5- Print D,V Step 6- Stop

1.Simple sequential Flowchart
Start Read N1, N2 D= N1 –N2 V=N1/N2 Print D,V Stop

1.Simple sequential Flowchart
Example 5 Exercise Construct a flow chart that finds the circle area and circumference of a circle where R (radius) is given

1.Simple sequential Flowchart
Variables Algorithm R : Radius Step 1- Start PI: PI = 3.14 Step 2- Read R Step 3- Calculate A = PI*(R)2 A: Area Step 4- Calculate C = 2*PI*R C: Circumference Step 5- Print R, A, C Step 6- Stop

Construct a flow chart for the following function
2. Branched Flowcharts Example 1 Construct a flow chart for the following function F(x) = { X X>=0 -X X<0

2. Branched Flowcharts Variables Algorithm X : Number Step 1- Start
F: function of X Step 2- Read X Step 3- if X >=0 then F =X Step 4- if X <0 then F =-X Step 5- Print F Step 6- Stop

2. Branched Flowcharts Flowchart Start Read X YES NO X>=0 F=X F=-X
Print F Stop F=-X F=X X>=0 YES NO Flowchart

Trace the following flowchart and write the output of it.
2. Branched Flowcharts Example 2 Trace the following flowchart and write the output of it. 1. When X = 20 2. When X = -10

2. Branched Flowcharts Flowchart Start Read X >0 0> X? =0 W=X+1
Print X,W Stop W=2*X-1 W=X+1 X? >0 0> =0 W=SIN(X)+5 Flowchart

2. Branched Flowcharts Result When X=20 When X=-10 X= 20 X= -10 W= 21

Draw a flowchart that shows the traffic light processing
2. Branched Flowcharts Example 3 Exercise Draw a flowchart that shows the traffic light processing

2. Branched Flowcharts Variables Algorithm C : Traffic light color
Step 1- Start Step 2- Read C Step 3- make a Decision (what is c) Step 4- if C is RED then Print STOP Step 5- if C is YELLOW then Print WAIT Step 6- if C is GREEN then Print PASS Step 7- Stop

Trace the following flowchart and write the output of it.
3. Loop Flowcharts Example 1 Trace the following flowchart and write the output of it.

3. Loop Flowcharts Flowchart Start N=1 Print N F While N>=7 Stop T
N=N+3 While N>=7 F T N=1 Print N

3. Loop Flowcharts Result N Loop 1 4 2 7 3

Trace the following flowchart and write the output of it.
3. Loop Flowcharts Example 2 Trace the following flowchart and write the output of it.

3. Loop Flowcharts Flowchart Start i=0 Sum=0 F While i<10
Print avg Stop Sum= X + Sum Increment i avg=Sum/10 While i<10 F T i=0 Sum=0 Read X Flowchart

3. Loop Flowcharts Result Avg =50/10 =5 Loop Read X Sum i 1 3 2 4 7 8
18 5 25 6 30 33 41 9 45 50 Avg =50/10 =5