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---+ Exercises on Python Before being able to start programming sensors and actuators we need to know a programming language giving us access to the sensor and actuator interfaces. Python is an interpreted language, rather easy to learn. Nevertheless, learning a new computer language in just 2 hours is of course a challenge. Here are a few simple exercises to get a feeling for the language: <p align="center"><font face="Liberation Sans, sans-serif"><font size="6"> *Exercise Session 1* </font></font></p> ---+ Introduction to Python ---+++ 1. Connection to the Raspberry Pi and first steps in Python Connect to the Raspberry Pi using ssh with X forwarding. Create a directory _afnog_ in your home directory and a subdirectory <i>session_1<br /> </i>pwd tells you which is your current working directory and this should be the same as defined in the environment variable HOME. Check that _echo $HOME_ and _pwd_ gives you the same result. Then create the directories with<br /> _mkdir -p afnog/session_1_ and go to the session_1 directory: _cd afnog/session_1_ Now start <i>idle </i>and type in the commands we have seen during the lectures ---+++ <img align="left" alt="" height="154" 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" width="524" /> ---+++ ---+++ ---+++ ---+++ ---+++ ---+++ 2. A first program Convert the above into a script and run it within idle. Save it with file name _into.py_ Then * <p>add: <font face="Courier, monospace">#!/usr/bin/python</font> as first line in the script</p> * <p>and change the permissions to make the script executable: _chmod +x intro.py_ </p> * <p>execute it from the command line: _intro.py_ </p> ---+++ 3. Assignments Create 2 variables: a=5 and b=3 and apply the 4 basics arithmetic operations on them: a+b, a-b, a*b, a/b and print the results ---+++ 4.Conditionals Use again the 2 values a and b in the example above and write a program that finds out, which of the two values is bigger and prints the result. Exchange the values of a and b. ---+++ 5. Loops Write a program that calculates 20 sin(x) values for 0 < x < 2*<font face="Liberation Serif, serif">п</font> You must import the math library: <font face="Courier New, monospace">import math</font> <font face="Liberation Serif, serif">Then you can call the math function sin with<font face="Courier New, monospace"> result=math.sin(x). </font>This calculates the sin value of x, where x is given in radians.<br />You get the value of pi: <font face="Courier New, monospace">piValue = math.pi</font></font> ---+++ 6. Command line arguments Write a program that accepts command line arguments. The program is supposed to find out how many arguments have been given and prints their values. Please notice that the arguments are passed as strings. You must import the sys library: <font face="Courier New, monospace">import sys</font> <font face="Liberation Serif, serif">Now you have access to the parameters given by the user in the string array called sys.<i>argv. </i>The length of this array: <i>len(sys.argv) </i>is the number of parameters.</font> ---+++ 7. Function definitions Write a function calculating the first n Fibonacci numbers where n is a parameter to the function. Write a main program calling this function and print the first 20 Fibonacci numbers. You may improve this program by giving the user the choice of how many numbers are to be calculated through a command line parameter. ---+++ 8. Modules Put the function definitions of exercise 7 into a module called fibo. Write a new Python program importing the module and calling the functions defined in it. ---++ *9. Files* Collect the sine values from exercise 5 into a list and write this list (converted into a string) onto a file called sineFile.txt. Have a look at the file with an editor or (in Unix) with the<i> cat </i>or <i>mor</i>e command. ---+++ 10. Classes Write a calculator class with methods implementing the 4 basic arithmetic operations plus, minus, mult and div. ---++ *Help* If you need help, small example code etc. please have a look at the [[https://docs.python.org/2.7/tutorial/index.html][ Python tutorial]]. -- %USERSIG{UliRaich - 2018-04-25}% ---++ Comments %COMMENT%
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Topic revision: r1 - 2018-04-25
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