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Ready for Pi Day
On Pi Day, students are given a small math assignment with which they can open a jar of goodies.
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Numerical Mathematics with Python: Python Programs and Manual
This manual covers a large number of computer programs written in Python that replace manual calculations in numerical mathematics. Here you will find a wide range of mathematical applications within numerical mathematics. A Python program …
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Operations with complex numbers: Summary table
A summary table of the sum, difference, product, and quotient of complex numbers. Both in cartesian and in trigonometric form and with the corresponding coordinates.
The second file also contains the graphic representation of the four operations.
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Forms of Related Complex Numbers: Overview Sheet
A summary table of a complex number, its opposite, conjugate and inverse in :
- cartesian form;
- trigonometric shape;
- as couple coordinates.
with figure.
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Matrices, method of Gauss-Jordan: Domino
Practicing the Gauss-Jordan method for converting a matrix.
The dominoes are cut out separately and must be placed in the correct order.
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Solving the quadratic equation: Overview of methods
Alternative structure for solving a quadratic equation.
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The graph of a derivative function: What about?
The derivative of a function is itself also a function and therefore has
a graph. In this lesson we will learn how to see the relationship between the graph
of the derivative of a function and the graph of the function itself.Translated by
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The derivative of a function: What about?
In this lesson we will learn how to calculate the derivative of a function. The derivative of a function is a function rule with which we can find the derivative for all possible x values of the function. We explain this using the derivative of …
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Derivability of a function: What about?
A function is not always derivable in every point. In this lesson
we learn the conditions that a job must meet in order for the
function would be derivable at a given point x = a. We are first talking about left and right limit, left and right …Translated by
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The derivative as rico of a tangent line: What about it?
By looking closely at the definition of a derivative, we can see that it actually calculates a directional coefficient. More specifically, the derivative in a point x = a is the rico of the tangent to the graph of the function in a. That is quite …
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Calculating the derivative in a point: What about?
In this lesson we will learn the formula to calculate a derivative. We build step by step towards the definition starting from the difference quotient. This way you understand at the end of the lesson where the definition of derivative comes from.
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Differential quotient: What about?
In this lesson, we explain the differential quotient based on the speed of a racing car. We start by intuitively building a general formula to calculate speed and thus make an intuitive transition to the formula for the differential quotient.
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