All well known analytical functions will be discussed and it will be shown, how to deal with them in the most efficient way. Calculation of intersects, parameters, abc formula, solving the intersects for higher polynomials, polynomial division, power laws, logarithmic laws, Euler's number and exponential equations will be explained and supported by showing detailed examples.
Definition explained with examples, deep understanding of functions in general, assignments, introduction of value tables.
General equation, derivation and explanation of parameters (slope, y-intercept), value table, examples, graphs
Quadratic Functions: General equation, derivation and explanation of
parameters, crosspoints with x- and y axis, p-q formula and
a,b,c-formula for solving quadratic equations: derivation and
application, value tables, examples, graphs
Introduction to polynomials, general functional equation, crosspoints
with x- and y axis, polynomial division for solving higher order
Polynomials with negative exponents, symmetry of polynomials
Repetition: power laws, logarithmic, general functional equations, crosspoints with x- and y-axis
Euler's number and exponential function (e^x), solving exponential
equations, relationship between general exponential functions and e^x,
graph and graph properties
Logarithms: general functional equation, explanation of meaning of logarithmic functions, special logarithms (decadal, dual, natural), graph and graph properties
I was born in Germany and raised near Berlin. I already have experience at giving courses at public schools since I began to study Physics at the University of Heidelberg. I also developed a broad expertise in teaching at public schools.
- 2007-2012 : Bachelor and Master studies in Physics at University of Heidelberg (Germany)
- 2012-2016 : PhD studies at the University of Frankfurt am Main and Ruhr University Bochum (Germany) in Theoretical Chemistry/Biophysics.