Presentation draft	Create a list of slides with content for a presentation. If you have enough data, for each slide create a list of key information points (or simply provide text information for each slide). The titles of all slides must be formatted as headings (do not numerate slides)
Which subject	Mathematics
What age group	Doesn't matter
What topic
Number of slides	15
Include images descriptions
Text to use as a source
Any other preferences

• Definition of mathematics
• Importance of mathematics in daily life
• Overview of the presentation

History of Mathematics

• Earliest known mathematical concepts
• Contributions of famous mathematicians (Pythagoras, Euclid, Newton, etc.)
• Modern developments in mathematics

Foundations of Mathematics

• Numbers (natural, whole, integers, rational, irrational, real, complex)
• Operations (addition, subtraction, multiplication, division)
• Algebraic expressions
• Order of operations

Geometry

• Basic concepts (points, lines, angles, planes)
• Types of triangles (scalene, isosceles, equilateral)
• Pythagorean theorem
• Circles and their properties

Trigonometry

• Introduction to trigonometric functions (sine, cosine, tangent)
• Basic trigonometric identities
• Solving right triangles
• Applications in real life

Calculus

• Key concepts (limits, derivatives, integrals)
• Applications in real life (physics, engineering, economics)
• Famous mathematicians (Newton, Leibniz)
• Calculus in multiple dimensions

Logic

• Introduction to logical statements
• Basic connectives (and, or, not)
• Truth tables
• Logical equivalences

Probability and Statistics

• Introduction to probability theory
• Types of probability (conditional, joint, etc.)
• Bayes' theorem
• Introduction to statistics (measures of central tendency, measures of variability)

Number Theory

• Divisibility rules
• Prime numbers
• LCM and GCD
• Applications in cryptography

Discrete Mathematics

• Introduction to sets and set operations
• Permutations and combinations
• Graph theory
• Applications in computer science

Linear Algebra

• Vectors and matrices
• Solving systems of linear equations
• Determinants
• Applications in physics and engineering

Differential Equations

• Introduction to differential equations
• Types of differential equations (ordinary, partial)
• Methods for solving differential equations
• Applications in science and engineering

Complex Analysis

• Introduction to complex numbers
• Complex functions and their properties
• Cauchy-Riemann equations
• Applications in engineering and physics

Topology

• Introduction to topology
• Topological spaces and their properties
• Connectedness and compactness
• Applications in geometry and physics

Conclusion

• Recap of key topics
• Importance of mathematics in various fields
• Future directions in mathematics research