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Master Math by Coding in Python

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Rob Percival

37:04:04

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  • 01.01-how to get the most out of this course.mp4
    05:58
  • 01.02-using python through jupyter (installing anaconda).mp4
    08:04
  • 01.03-using python online (no installation).mp4
    08:41
  • 01.04-create a beautiful harmonograph.mp4
    07:02
  • 01.05-getting help in python.mp4
    09:02
  • 02.01-addition subtraction multiplication and division.mp4
    08:56
  • 02.02-using variables in place of numbers.mp4
    11:38
  • 02.03-printing out equations in jupyter notebook.mp4
    23:21
  • 02.04-writing comments in python.mp4
    04:44
  • 02.05-exponents (powers).mp4
    17:09
  • 02.06-using for-loops to compute powers.mp4
    15:47
  • 02.07-order of operations.mp4
    12:44
  • 02.08-testing inequalities and boolean data type.mp4
    13:55
  • 02.09-using if-statements and logical operators.mp4
    17:27
  • 02.10-absolute value.mp4
    13:38
  • 02.11-remainder after division (modulus).mp4
    15:25
  • 02.12-create interactive math functions part 1.mp4
    13:01
  • 02.13-create interactive math functions part 2.mp4
    17:26
  • 02.14-create interactive math functions part 3.mp4
    14:05
  • 02.15-arithmetic bug hunt.mp4
    16:36
  • 03.01-introduction to sympy part 1.mp4
    13:12
  • 03.02-introduction to latex.mp4
    20:23
  • 03.03-introduction to sympy part 2.mp4
    19:51
  • 03.04-printing with f-strings.mp4
    08:23
  • 03.05-example use sympy to understand the law of exponents.mp4
    14:59
  • 03.06-sympylatex bug hunt.mp4
    13:49
  • 04.01-numbers and strings.mp4
    16:42
  • 04.02-lists and numpy arrays.mp4
    22:35
  • 05.01-solving for x.mp4
    15:39
  • 05.02-solving for x exercises.mp4
    17:23
  • 05.03-expanding terms.mp4
    16:22
  • 05.04-creating and accessing matrices with numpy.mp4
    15:48
  • 05.05-exercise create a multiplication table.mp4
    11:14
  • 05.06-associative commutative and distributive properties.mp4
    15:18
  • 05.07-creating and working with python lists.mp4
    17:28
  • 05.08-more on slicing in python.mp4
    09:33
  • 05.09-greatest common denominator.mp4
    10:19
  • 05.10-greatest common denominator exercises.mp4
    09:56
  • 05.11-introduction to python dictionaries.mp4
    13:07
  • 05.12-prime factorization.mp4
    12:15
  • 05.13-solving inequalities.mp4
    13:47
  • 05.14-adding polynomials.mp4
    17:56
  • 05.15-multiplying polynomials.mp4
    13:08
  • 05.16-dividing by polynomials.mp4
    16:03
  • 05.17-factoring polynomials.mp4
    12:57
  • 05.18-algebra 1 bug hunt.mp4
    13:02
  • 06.01-plotting coordinates on a plane.mp4
    13:12
  • 06.02-plotting coordinates on a plane exercise.mp4
    04:27
  • 06.03-graphing lines-part 1 startend notation.mp4
    16:18
  • 06.04-graphing lines-part 2 slope-intercept form.mp4
    16:26
  • 06.05-graphing rational functions.mp4
    15:16
  • 06.06-plotting with sympy.mp4
    18:03
  • 06.07-plotting with sympy exercises.mp4
    11:58
  • 06.08-course tangent self-accountability in online learning.mp4
    03:03
  • 06.09-making images from matrices.mp4
    16:30
  • 06.10-images from matrices exercise.mp4
    07:06
  • 06.11-drawing patches with polygons.mp4
    18:43
  • 06.12-exporting graphics as pictures.mp4
    03:45
  • 06.13-graphing bug hunt.mp4
    18:44
  • 07.01-summation and products.mp4
    17:12
  • 07.02-differences (discrete derivative).mp4
    17:27
  • 07.03-roots of polynomials.mp4
    11:26
  • 07.04-roots of polynomials exercise.mp4
    07:25
  • 07.05-the quadratic equation.mp4
    21:01
  • 07.06-complex numbers addition and subtraction.mp4
    15:33
  • 07.07-complex numbers conjugate and multiplication.mp4
    13:30
  • 07.08-complex numbers division.mp4
    16:14
  • 07.09-graphing complex numbers.mp4
    10:58
  • 07.10-revisiting the quadratic equation with complex numbers.mp4
    08:51
  • 07.11-the unit circle.mp4
    13:48
  • 07.12-natural exponent and logarithm.mp4
    11:27
  • 07.13-find a specific point on a gaussian.mp4
    16:17
  • 07.14-exercise a family of gaussians.mp4
    07:47
  • 07.15-graphing the complex roots of unity.mp4
    18:27
  • 07.16-log-spaced and linearly spaced numbers.mp4
    09:25
  • 07.17-logarithm properties multiplication and division.mp4
    16:11
  • 07.18-arithmetic and geometric sequences.mp4
    15:57
  • 07.19-orders of magnitude and scientific notation.mp4
    20:09
  • 07.20-maxima and minima of functions.mp4
    16:43
  • 07.21-even and odd functions.mp4
    11:56
  • 07.22-algebra 2 bug hunt.mp4
    20:22
  • 08.01-graphing parabolas.mp4
    14:36
  • 08.02-creating contours from meshes in python.mp4
    14:53
  • 08.03-graphing circles.mp4
    17:41
  • 08.04-graphing ellipses.mp4
    15:28
  • 08.05-graphing hyperbolas.mp4
    15:32
  • 08.06-conic bug hunt.mp4
    05:49
  • 09.01-introduction to random numbers.mp4
    12:31
  • 09.02-introduction to random numbers exercise.mp4
    10:37
  • 09.03-exercise plotting random phase angles.mp4
    06:32
  • 09.04-converting between radians and degrees.mp4
    09:04
  • 09.05-converting angles exercise.mp4
    16:45
  • 09.06-the pythagorean theorem.mp4
    17:52
  • 09.07-graphing resolution for sine cosine and tangent.mp4
    13:11
  • 09.08-graphing and resolution exercise.mp4
    16:30
  • 09.09-euleraeurs formula.mp4
    12:48
  • 09.10-eulers formula exercise.mp4
    11:50
  • 09.11-exercise random exploding euler.mp4
    08:06
  • 09.12-exercise random snakes with cosine and sine.mp4
    11:09
  • 09.13-trigonometry bug hunt.mp4
    12:23
  • 10.01-astroid radial curve.mp4
    16:30
  • 10.02-rose curves.mp4
    12:24
  • 10.03-squircle.mp4
    09:19
  • 10.04-logarithmic spiral.mp4
    11:15
  • 10.05-logistic map.mp4
    21:41
  • 11.01-mathematical proofs versus intuition with examples.mp4
    03:44
  • 11.02-computing limits of a function.mp4
    15:02
  • 11.03-computing limits exercise.mp4
    13:18
  • 11.04-piecewise functions.mp4
    16:29
  • 11.05-derivatives of polynomials.mp4
    14:31
  • 11.06-derivatives of polynomials exercise.mp4
    09:49
  • 11.07-derivatives of trig functions.mp4
    12:15
  • 11.08-derivatives of trig functions exercise.mp4
    08:28
  • 11.09-graphing a function tangent line.mp4
    14:12
  • 11.10-graphing tangent lines exercise.mp4
    12:54
  • 11.11-finding critical points.mp4
    17:03
  • 11.12-finding critical points exercise.mp4
    15:09
  • 11.13-partial derivatives.mp4
    11:13
  • 11.14-indefinite and definite integrals.mp4
    15:52
  • 11.15-exercise the fundamental theorem of calculus.mp4
    04:46
  • 11.16-area between two curves.mp4
    12:41
  • 11.17-area between two curves exercise.mp4
    14:40
  • 11.18-calculus bug hunt.mp4
    15:29
  • 12.01-row and column vectors.mp4
    17:17
  • 12.02-adding and scalar-multiplying vectors.mp4
    17:16
  • 12.03-the dot product.mp4
    16:01
  • 12.04-dot product application correlation coefficient.mp4
    12:26
  • 12.05-the outer product.mp4
    10:31
  • 12.06-matrix multiplication.mp4
    17:07
  • 12.07-transposing vectors and matrices.mp4
    14:26
  • 12.08-various special matrices.mp4
    18:25
  • 12.09-matrix inverse.mp4
    11:16
  • 12.10-matrix pseudoinverse exercise.mp4
    10:09
  • 12.11-solving a system of equations.mp4
    19:36
  • 12.12-visualizing matrix-vector multiplication.mp4
    14:14
  • 12.13-eigenvalues and eigenvectors.mp4
    14:55
  • 12.14-eigendecomposition exercise.mp4
    12:44
  • 12.15-singular value decomposition.mp4
    12:57
  • 12.16-svd of einstein exercise.mp4
    12:57
  • 12.17-linear algebra bug hunt.mp4
    20:13
  • 13.01-histograms and probability densities.mp4
    13:46
  • 13.02-probability exercise math functions.mp4
    11:49
  • 13.03-virtual coin tosses.mp4
    13:28
  • 13.04-exercise virtual weighted dice.mp4
    15:26
  • 13.05-building distributions from random numbers.mp4
    18:21
  • 13.06-exercise normalize any distribution to gaussian.mp4
    12:31
  • 13.07-the central limit theorem.mp4
    14:54
  • 13.08-exercise the central limit theorem.mp4
    11:49
  • 13.09-joint probability distributions.mp4
    15:31
  • 13.10-probability bug hunt.mp4
    10:11
  • 14.01-counting perfect numbers.mp4
    24:19
  • 14.02-euclids pythagorean triplets.mp4
    18:47
  • 14.03-fermats theorem.mp4
    17:34
  • 14.04-plotting number sequences.mp4
    15:36
  • 14.05-exercise condivergent sequences.mp4
    13:07
  • 14.06-herons method of square roots.mp4
    23:47
  • 14.07-exercise herons mosquito spaceship 13.mp4
    15:26
  • 14.08-smooth numbers.mp4
    22:19
  • 14.09-exercise smooth numbers.mp4
    08:56
  • 14.10-number theory bug hunt.mp4
    14:31
  • 9781801074537 Code.zip
  • Description


    Many people don’t know that Python is a really powerful tool for learning math. Sure, you can use Python as a simple calculator, but did you know that Python can help you learn more advanced topics in algebra, calculus, and matrix analysis? That’s exactly what you’ll learn in this course.

    The glaring question would be: if you don’t know anything about Python, then how will you code?

    Don’t worry, this course is aimed at complete beginners; the instructor will take you through every step of the code. You don’t need to know anything about Python, although it’s useful if you already have some programming experience.

    Even if you are not at all good at math, you will be amazed at how much better you can learn math using Python as a tool to help with your courses or your independent study. And that’s exactly the point of this course: Python programming as a tool to learn mathematics. This course is designed to be the perfect addition to any other math course or textbook that you are going through.

    A lot of hands-on practical exercises come with this course, each video has at least one hands-on coding/math exercise and each section ends with “bug hunts“ where you get to find and fix math-coding errors.

    By the end of the course, you will be able to understand very complex mathematical concepts with a bit of coding in Python.

    The resource files are uploaded on the GitHub repository at https://github.com/PacktPublishing/Master-Math-by-Coding-in-Python

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    Rob Percival
    Rob Percival
    Instructor's Courses
    Rob Percival is a highly regarded web developer and Udemy instructor with over 1.7 million students. Over 500,000 of them have taken Rob’s Complete Web Developer Course 2.0, as well as his Android Developer and iOS Developer courses.
    Packt is a publishing company founded in 2003 headquartered in Birmingham, UK, with offices in Mumbai, India. Packt primarily publishes print and electronic books and videos relating to information technology, including programming, web design, data analysis and hardware.
    • language english
    • Training sessions 160
    • duration 37:04:04
    • Release Date 2023/02/26