Changes

==== CSCE 1030 ====

==== CSCE 1030 ====

Computer Science I. see pless pless. Taught by Dr. Pradhumna Shrestha during the fall semester of the [[2020-2021|2020-2021 school year]].  

[http://catalog.unt.edu/preview_course_nopop.php?catoid=20&coid=75513 Computer Science I.] see pless pless. Taught by Dr. Pradhumna Shrestha during the fall semester of the [[2020-2021|2020-2021 school year]]. [[File:2d14c86570394dbc847e71d68aee8aca.png|alt=Image of Dr. David Keathly |thumb|Mermaid Man (left). Not to be confused with Dr. David Keathly (right).]]

 

http://catalog.unt.edu/preview_course_nopop.php?catoid=20&coid=75513[[File:2d14c86570394dbc847e71d68aee8aca.png|alt=Image of Dr. David Keathly |thumb|Mermaid Man (left). Not to be confused with Dr. David Keathly (right).]]

==== CSCE 1040 ====

==== CSCE 1040 ====

Computer Science II. obgekt oreeentid prougramyng. Taught by Dr. David Mark Keathly, who does not know how to wear a mask. Notorious for long, tedious projects.  

[http://catalog.unt.edu/preview_course_nopop.php?catoid=20&coid=75515 Computer Science II.] obgekt oreeentid prougramyng. Taught by Dr. David Mark Keathly, who does not know how to wear a mask. Notorious for long, tedious projects.  

 

=== Second Year CSCE Courses ===

=== Second Year CSCE Courses ===

==== CSCE 2100 ====

==== CSCE 2100 ====

Foundations of Computing. A theoretical class, this class sometimes can serve as possible prerequisite options alongside MATH 2000, discrete math.

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=88319 Foundations of Computing.] A theoretical class, this class sometimes can serve as possible prerequisite options alongside MATH 2000, discrete math.

 

==== CSCE 2110 ====

==== CSCE 2110 ====

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=88320 Foundations of Data Structures.] bad class

 

http://catalog.unt.edu/preview_course_nopop.php?catoid=20&coid=75519

=== CSCE Related Courses ===

=== CSCE Related Courses ===

==== INFO 3010 ====

==== INFO 3010 ====

Intro to Data Science is taught in R and is project based meaning that there are no tests.

[http://catalog.unt.edu/preview_course_nopop.php?catoid=22&coid=87512 Introduction to Data Science.] This course is taught in R and is project based meaning that there are no tests. The course covers the entirety of data science including how to gather, parse, analyze, graph, and interpret data. As of Fall 2020, this class was instructed by Dr. Lingzi Hong.

The course covers the entirety of data science including how to gather, parse, analyze, graph, and interpret data. As of Fall 2020, this class was instructed by Dr. Lingzi Hong.

 

== ENGL ==

== ENGL ==

==== ENGL 2321 ====

==== ENGL 2321 ====

British Literature. Bri'ish people are disgusting.

British Literature. Bri'ish people are disgustang.

==== ENGL 2326 ====

==== ENGL 2326 ====

=== MATH 1650 ===

=== MATH 1650 ===

Pre-calculus. Taught by Dr. Nirmala Naresh, Dr. Joe Iaia, and Dr. Doug Brozovic for the fall semester of the 2020-2021 school year. Often considered to be more difficult than high school pre-calculus.

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=89279 Pre-calculus.] Taught by Dr. Nirmala Naresh, Dr. Joe Iaia, and Dr. Doug Brozovic for the fall semester of the 2020-2021 school year. Often considered to be more difficult than high school pre-calculus.

=== MATH 1710 ===

=== MATH 1710 ===

Calculus 1. Covers limits and continuity, derivatives and integrals; differentiation and integration of polynomial, rational, trigonometric, and algebraic functions; applications, including slope, velocity, extrema, area, volume and work. Was taught by Dr. Allen Mann and Dr. William Cherry for the fall semester of the 2020-2021 school year.  

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=89282 Calculus 1.] Covers limits and continuity, derivatives and integrals; differentiation and integration of polynomial, rational, trigonometric, and algebraic functions; applications, including slope, velocity, extrema, area, volume and work. Was taught by Dr. Allen Mann and Dr. William Cherry for the fall semester of the 2020-2021 school year.  

=== MATH 1720 ===

=== MATH 1720 ===

Calculus 2. Covers differentiation and integration of exponential, logarithmic and transcendental functions; integration techniques; indeterminate forms; improper integrals; area and arc length in polar coordinates; infinite series; power series; Taylor's theorem. Was taught by Dr. Matthew Dulock for the fall semester of the 2020-2021 school year.  

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=89283 Calculus 2.] Covers differentiation and integration of exponential, logarithmic and transcendental functions; integration techniques; indeterminate forms; improper integrals; area and arc length in polar coordinates; infinite series; power series; Taylor's theorem. Was taught by Dr. Matthew Dulock for the fall semester of the 2020-2021 school year.  

=== MATH 2000 ===

=== MATH 2000 ===

=== MATH 2700 ===

=== MATH 2700 ===

Linear Algebra and Vector Geometry. AKA matrix math. Learning how to solve and manipulate systems of linear equations and apply it to real life situations. Just like your SAT system of equations but then the equations do not play nice and you get all sad. The first unit covers what happens when the system has a solution and the last 3 units cover what happens when the system does not have a happy solution along with some other theorems and techniques. Some things covered are vector operations, Gaussian elimination, determinants, change of basis, Gram-Schmidt process, eigenvectors, and diagonalization. This course is offered with options of synchronous and asynchronous instruction for Fall 2020 & Spring 2021; in the latter case, you simply watch videos and do your work. As of Spring 2021, this class is instructed by Dr. Helen J. Elwood.

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=89286 Linear Algebra and Vector Geometry.] AKA matrix math. Learning how to solve and manipulate systems of linear equations and apply it to real life situations. Just like your SAT system of equations but then the equations do not play nice and you get all sad. The first unit covers what happens when the system has a solution and the last 3 units cover what happens when the system does not have a happy solution along with some other theorems and techniques. Some things covered are vector operations, Gaussian elimination, determinants, change of basis, Gram-Schmidt process, eigenvectors, and diagonalization. This course is offered with options of synchronous and asynchronous instruction for Fall 2020 & Spring 2021; in the latter case, you simply watch videos and do your work. As of Spring 2021, this class is instructed by Dr. Helen J. Elwood.

=== MATH 2730 ===

=== MATH 2730 ===

Multivariable Calculus (Calculus 3). Covers vectors and analytic geometry in 3-space; partial and directional derivatives; extrema; double and triple integrals and applications; cylindrical and spherical coordinates. If you take MATH 1720 in fall of your junior year, you will be required to take this class in spring.  

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=89287 Multivariable Calculus (Calculus 3).] Covers vectors and analytic geometry in 3-space; partial and directional derivatives; extrema; double and triple integrals and applications; cylindrical and spherical coordinates. If you take MATH 1720 in fall of your junior year, you will be required to take this class in spring.  

=== MATH 3000 ===

=== MATH 3000 ===

real anal. its hard

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=89291 real anal.] its hard

=== MATH 3400 ===

=== MATH 3400 ===

=== MATH 3410 ===

=== MATH 3410 ===

You solve differential equations using a box full of tools and methods. Good calculus and algebra fundamentals recommended. This course resembles more of calculus 2 than calculus 1 or 3 so be prepared.

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=89296 Differential Equations I.] You solve differential equations using a box full of tools and methods. Good calculus and algebra fundamentals recommended. This course resembles more of calculus 2 than calculus 1 or 3 so be prepared.

=== MATH 3420 ===

=== MATH 3420 ===

=== MATH 3510 ===

=== MATH 3510 ===

Abstract Algebra I. This class mainly covers the study of groups, fields, and rings. Some of the notable topics include: permutation groups, dihedral groups, cyclic groups, alternating groups, left and right cosets, LaGrange's Theorem, finitely generated abelian groups, homomorphisms, factor groups, rings, fields, and Fermat's Theorem.

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=89298 Abstract Algebra I.] This class mainly covers the study of groups, fields, and rings. Some of the notable topics include: permutation groups, dihedral groups, cyclic groups, alternating groups, left and right cosets, LaGrange's Theorem, finitely generated abelian groups, homomorphisms, factor groups, rings, fields, and Fermat's Theorem.

=== MATH 4520 ===

=== MATH 4520 ===

=== MATH 4810 ===

=== MATH 4810 ===

Biocomputing. Easily the best math class since you have no mandatory prerequisite according to the UNT Catalog and no math is done in the class.

[http://catalog.unt.edu/preview_course_nopop.php?catoid=23&coid=91016 Biocomputing.] Easily the best math class since you have no mandatory prerequisite according to the UNT Catalog and no math is done in the class.

Instead you just learn biology, computer science, and how to present papers.

Instead you just learn biology, computer science, and how to present papers.

* BIOL 2301 and BIOL 2311 (Lab): Human Anatomy and Physiology I (Usually taken by Traditional Science Students)

* BIOL 2301 and BIOL 2311 (Lab): Human Anatomy and Physiology I (Usually taken by Traditional Science Students)

* CHEM 2730, with lab: Organic Chemistry

* CHEM 2730 with lab: Organic Chemistry

* MATH 2000: Discrete Math

* MATH 2000: Discrete Math

* MATH 2700: Linear Algebra

* MATH 2700: Linear Algebra

* Foreign languages: Spanish, Japanese, Chinese, German, French, Latin, Arabic, Russian

* Foreign languages: Spanish, Japanese, Chinese, German, French, Latin, Arabic, Russian

** The World Languages department also offers credit-by-exam, allowing up to 12 credit hours in a foreign language to be obtained. Generally, about 10 testing times will be open over the course of the semester for commmonly chosen foreign languages.

** The World Languages department also offers credit-by-exam, allowing up to 12 credit hours in a foreign language to be obtained. Generally, about 10 testing times will be open over the course of the semester for commonly chosen foreign languages.

Note: CHEM 2730, in addition to 3 credit hours of instruction, has 1 credit hour of recitation, 1 credit hour of lab and 1 credit hour of lab recitation. It is usually discouraged to take this course in 3rd semester given the extremely dreading college season.

Note: CHEM 2730, in addition to 3 credit hours of instruction, has 1 credit hour of recitation, 1 credit hour of lab and 1 credit hour of lab recitation. It is usually discouraged to take this course in 3rd semester given the extremely dreading college season.