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Artificial Intelligence & Education

1 Lesson
3 hours
All Levels

Free International Webinar – 2049 Institute of Global Professionals – …

What you'll learn
Understand the basics of Artificial Intelligence (AI) in Education
Gain understanding of AI technologies in the educational setting
Understand the current usage of AI in classrooms
Identify the ethical considerations of AI in education
Acquire the essential knowledge and skills for incorporating AI in the classroom today
Prepare for the future advancements of AI in education
Free

How to Graph Functions with Calculus

1 Lesson
3 hours
All Levels

Free International Webinar – 1927 Institute of Global Professionals – …

What you'll learn
How to solve problems concerning limits and continuity of real-valued functions of 1 variable (illustrated with 491 solved problems) and why these methods work.
The structure and properties of the set of real numbers as an ordered field with the Axiom of Completeness, and consequences of this definition.
Arithmetic on the extended reals, and various types of indeterminate forms.
Supremum, infimum, and a reformulation of the Axiom of Completeness in these terms.
Number sequences and their convergence or divergence; the epsilon-definition of limits of sequences, with illustrations and examples; accumulation points.
Getting new limits from old limits: limit of the sum, difference, product, quotient, etc, of two sequences, with illustrations, formal proofs, and examples.
Squeeze Theorem for sequences
Squeeze Theorem for functions
The concept of a finite limit of a real-valued function of one real variable in a point: Cauchy's definition, Heine's definition; proof of their equivalence.
Limits at infinity and infinite limits of functions: Cauchy's definition (epsilon-delta) and Heine's definition (sequential) of such limits; their equivalence.
Limit of the sum, difference, product, quotient of two functions; limit of composition of two functions.
Properties of continuous functions: The Boundedness Theorem, The Max-Min Theorem, The Intermediate-Value Theorem.
Limits and continuity of elementary functions (polynomials, rational f., trigonometric and inverse trigonometric f., exponential, logarithmic and power f.).
Some standard limits in zero: sin(x)/x, tan(x)/x, (e^x-1)/x, ln(x+1)/x and a glimpse into their future applications in Differential Calculus.
Some standard limits in the infinity: a comparison of polynomial growth (more generally: growth described by power f.), exponential, and logarithmic growth.
Continuous extensions and removable discontinuities; examples of discontinuous functions in one, several, or even infinitely many points in the domain.
Starting thinking about plotting functions: domain, range, behaviour around accumulation points outside the domain, asymptotes (vertical, horizontal, slant).
An introduction to more advanced topics: Cauchy sequences and their convergence; a word about complete spaces; limits and continuity in metric spaces.
Free

Integration of Artificial Intelligence in the Classroom

1 Lesson
3 hours
All Levels

Free International Webinar – 1891 Institute of Global Professionals – …

What you'll learn
Learn to distinguish the various types of AI
Understand how AI is used to solve real-world problems
Gain access to real AI tools and learn how to use them
Take a peek at the future of AI and other emerging technologies
Free

Artificial Intelligence In Education

1 Lesson
3 hours
All Levels

Free International Webinar – 1847 Institute of Global Professionals – …

What you'll learn
Learn to distinguish the various types of AI
Understand how AI is used to solve real-world problems
Gain access to real AI tools and learn how to use them
Take a peek at the future of AI and other emerging technologies
Free

Function Of Statistics and Statistician

1 Lesson
3 hours
All Levels

Free International Webinar – 1801 Institute of Global Professionals – …

What you'll learn
Learn the probability foundations of modern statistics
Mean, variance, skewness, and kurtosis, and their significance and application in finance
Apply maximum likelihood estimation and the method of moments to financial models
Master Python tools for handling financial data and carrying out statistical analysis on it
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