How to Install and Uninstall zegrapher Package on Ubuntu 20.10 (Groovy Gorilla)

Last updated: May 16,2024

1. Install "zegrapher" package

This guide covers the steps necessary to install zegrapher on Ubuntu 20.10 (Groovy Gorilla)

$ sudo apt update $ sudo apt install zegrapher

2. Uninstall "zegrapher" package

This tutorial shows how to uninstall zegrapher on Ubuntu 20.10 (Groovy Gorilla):

$ sudo apt remove zegrapher $ sudo apt autoclean && sudo apt autoremove

3. Information about the zegrapher package on Ubuntu 20.10 (Groovy Gorilla)

Package: zegrapher
Architecture: amd64
Version: 3.1.1-1
Priority: extra
Section: universe/science
Origin: Ubuntu
Maintainer: Ubuntu Developers
Original-Maintainer: Georges Khaznadar
Bugs: https://bugs.launchpad.net/ubuntu/+filebug
Installed-Size: 1509
Depends: libc6 (>= 2.29), libgcc-s1 (>= 3.0), libqt5core5a (>= 5.14.1), libqt5gui5 (>= 5.8.0) | libqt5gui5-gles (>= 5.8.0), libqt5network5 (>= 5.0.2), libqt5printsupport5 (>= 5.0.2), libqt5widgets5 (>= 5.12.2), libstdc++6 (>= 5.2)
Filename: pool/universe/z/zegrapher/zegrapher_3.1.1-1_amd64.deb
Size: 592412
MD5sum: 3cd04ec23afcbc5bef6b163db526db3c
SHA1: 27e8f47cc1291b82da07a46d0e29ba8aa6521b01
SHA256: ed79418a4563187796f56ce4664227750f366fc070ef850f2269eae188dd99c5
SHA512: 7eb3ce81f70864cfc4906568280aaf8478c972bf3fe6c3c1a3d2e46d49ce98a0d66cd82aa34dd33acd97a027005740c0c78c7135742bb80e6b36da31cd94b8ec
Homepage: http://zegrapher.com/
Description-en: plotting mathematical functions and sequences on the plane
ZeGrapher is developed with the idea that it must be as easy to use as
possible, suitable for high school students.
Here are features offered by Zegrapher:
.
* Visualize up to six functions simultaneously. All the usual functions
can be called, they're all written on the virtual keyboard of the
program. The name of these must be followed by an open parenthesis.
Ex : cos(3x), sqrt(x) and not cos 3x or sqrt x. On a given function,
others can be called, and so it's possible to associate or compose
functions.
* Numerical sequence plotting, they can be defined by recurrent relation,
or explicitly. On the recurrent definition, you can put as much first
values as you need to.
* Parametric equation plotting, with the possibility to use a second
parameter, which is "k". The curves can be animated, with adjustable
smoothness (frame rate) and speed (ms per step).
* Parametric function and sequence plotting. The parameter to use is "k".
Once you put it on an function's expression, new widgets will appear
on which you'll enter the range and the step of "k". You can also
choose two colors and each curve would take a color between these two.
* Draw tangents, they can be moved and resized simply with the mouse.
* Draw derivatives and antiderivatives of functions.
* Print the graph, with these options :
° Choose the basis scale in centimeters, so you can measure the graph
on the sheet with a ruler.
° Choose the size and the position of the graph on the sheet.
° Print in color or gray-scale.
° Export on a PDF file.
* Exporting, it's possible to use all the known formats (png, jpeg,
tiff, gif, ...).
* Display a table of values, you can do it with three different options:
° From current graph view, the program will display the different
functions ,sequences and parametric equation values from the graph's
scale. And if you move the graph, the table would update itself
automatically.
° Manual, you choose a number of empty boxes, then you'll enter by
yourself the values that you want to know.
° Semi-automatic, with a given start value, step and number of values
to display.
* Navigate on the graph :
° Select a curve to display the coordinates of its points.
° Zoom/unzoom on each axis separately or together, with the mouse
on a point, or on a rectangular region.
° Move the graph.
* Customize the presentation :
° Change all the colors: axes, background, functions...
° Adjust curves displaying precision, it'll also affect rendering speed.
° Show/hide the grid.
° Activate/deactivate curves' smoothing.
° Display the graph on an orthonormal basis.
Description-md5: c1317ee4c00941013cf5a3c8ce1b048d