In our current project, create a new application called
fibonacci
. At the command line, type:
python manage.py startapp fibonacci
Create a view that computes the n-th element of the Fibonacci sequence using the following recurrence relation:
Edit the sigcse/fibonacci/views.py
file so that
it contains the following:
from django.shortcuts import render_to_response def do_it(request, n): n = int(n) result = fib(n) return render_to_response('fibonacci.html', {'n': n, 'r': result}) def fib(n): if n in [0, 1]: return n else: return fib(n - 1) + fib(n - 2)
We can test our solution running the Django shell. At the command line type:
python manage.py shell
Now type the following at the interactive shell:
>>> from sigcse.fibonacci.views import fib >>> fib(5) 5 >>> fib(10) 55
Create a template file called fibonacci.html
and
place it in the templates
folder. Its contents
should be:
{% extends "base.html" %} {% block title %}Fibonacci Sequence{% endblock %} {% block main %} <h1>Fibonacci Sequence</h1> <p> Element #{{ n }} of the sequence is: {{ r }} </p> {% endblock %}
Link the view function with a URL pattern. Edit the
sigcse/urls.py
file by adding the following
highlighted line:
urlpatterns = patterns('',
# Example:
# (r'^sigcse/', include('sigcse.foo.urls')),
# Uncomment the admin/doc line below and add 'django.contrib.admindocs'
# to INSTALLED_APPS to enable admin documentation:
# (r'^admin/doc/', include('django.contrib.admindocs.urls')),
# Uncomment the next line to enable the admin:
# (r'^admin/(.*)', admin.site.root),
(r'^hello/(\w+)/$', 'sigcse.hello.views.say'),
(r'^fibonacci/(\d{1,2})/$', 'sigcse.fibonacci.views.do_it'),
)
http://localhost:8000/fibonacci/10/
Modify the previous application, so that instead of displaying
the n-th element of the Fibonacci sequence, it displays
the first n elements of the sequence as an HTML
unordered list (using the <ul>
and
<li>
tags). For example, given the URL
http://localhost:8000/fibonacci/10/
the output
should look something like this:
Write a new application called pascal
that displays
diagonals 0 to n of the Pascal triangle (using the
<table>
, <tr>
and
<td>
tags).
This is how the triangle should be built: the first row and
column are composed of ones; all other elements are computed by
adding the element immediately above plus the element
immediately to the left. In the resulting table, all cells that
are not part of the triangle should be left blank. For example,
given the URL http://localhost:8000/pascal/5/
the
output should look something like this: