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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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Drawing scheme: What About It?
In this lesson we explain what a drawing scheme is and how you can draw it up for a given function. We show you how to draw a drawing scheme using equations and using a graph. You can use all illustrations for free in your own lessons. You can also …
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PAM Ename: Preparation visit
Prepare your visit to PAM Ename with Tourism for Autism's visitor guide.
This bundle is ideal for children with autism who need thorough preparation, but also for young children who could use some extra structure or who are sensitive to stimuli.
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Factoring: Step-by-step plan
Step-by-step plan for factoring polynomials. This is an addition to Friedel Pattyn's step-by-step plan. The scheme was expanded to include Horner's rule for four terms or more.
Based on:
https://www.klascement.net/docs/10899/?previous
Source: …
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AfricaMuseum: Preparation visit
Prepare your visit to the AfricaMuseum with the Tourism for Autism visitor guide.
This bundle is ideal for children with autism who need thorough preparation, but also for young children who could use some extra structure or who are sensitive to …
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Drafting repayment table with constant payment: Step-by-step plan
Detailed example whereby the step-by-step plan for setting up a repayment table with constant payment is explained.
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Pre-knowledge Mathematics and Science: Academic Programs VUB
If you start a study program in the sciences, you are expected to already have a certain amount of prior knowledge. The expected prior knowledge depends on your education.
On the basis of the documents below you can find out what prior knowledge of …
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