Instructor | swaramunoli
Astronomy - Reach for the Stars
- Chapter 1: Early Astronomy and Pioneers
Chapter 2: Kepler and Netwon's laws
Chapter 3: Physics concepts
Bohr atom model , Nuclear reaction
Chapter 4: Maxwell's theory of electromagnetism
Chapter 5: Formation of spectral lines
Ionization, Electromagnetic spectrum
Chapter 6: Characteristics of stars
Luminosity, Apparent brightness, Color and temperature, Light year, Understanding size
of star
Chapter 7: Classification of stars
O, B, A, F, G, K, and M, L, T, and Y
Chapter 8: Life cycle of star
Chapter 9: Astronomical instruments
Chapter 10: Constellations
Practise questions
Quiz
0m
RaspberryPi and Python
- Introduction to Computer Hardware & Software
- How computer works
- Introduction to RaspberryPi and setup
0m
Python Begineers
- Installing Python and Pycharm IDE
- Data represntation - bit, byte and hexa decimal
ASCII table
Variables and data types - Contrl Flow
0m
Math 3 - Quadratic Equations and Graphs
- Solve quadratic - Zero product, SquareRoot, Completing squares and Quadratic formula methods.
Parabolas and properties.
General form f(x) = ax² +bx+c
Vertex form f(x) = a(x-h)² + k
Domain and Range
Maximum and Minimum Values
Discriminant
Graph Quadratic Functions
Translation of graph
Solve system of equations
Application problems
Practice questions and Homework packets
Quiz
0m
Math 2- Simplifying Ploynomial Expressions
- Factorizing
Factor by Common factor, Grouping, Substitution and
Trinomials of the Form x2+bx+c
Factorizing using Formulas
1> Factor Perfect Square Trinomials
2> Factor Differences of Squares
3> Factor Sums and Differences of Cubes
Simplify Fractional expressions
Simplify Irrational expressions
Solve Polynomial equations
Application problems
Practisce questions
Quiz
0m
English Grammar
- Noun and pronoun agreement
- Verbs
Verb forms and classification.
Regular, Irregular, Dynamic, Stative, Linking,
Auxilarary, Transitive, In-transitive, Finite ,
Non-finite verbs.
Tenses
Past, Present, Future, Past/Present/Future
Progressive, Past/Present/Future Perfect,
Past/Present/Future Prefect Continuous - Subject and Verb Agreement
Subject having collective, uncountable,
Quantity of time, money and distance,
Irregular nouns and compound nouns.
Indefinite and Relative pronoun.
10h
Math 4 - Rational and Radical - Functions and Graphs
- Rational Functions and graphs behavior
Discontinuity and Vertical & Horizontal Asymptote
Intercepts of Rational Functions
Rational functions Graph and transformations
Applications for Rational equations
Rational Inequalities - Radical Functions and Graphs
0m
Math 5 - Power Functions and Graphs
- Power and Polynomial functions and graphs
Behavior of Even and Odd Power Functions
Behavior of Odd Power Functions - Polynomial Functions
Degree and Leading Coefficient
Local and End Behavior of Polynomial Functions
Degree and Turning Points. Intercepts.
Simplifying higher degree functions.
Zeros and Their Multiplicities - Graphing Polynomial Functions
0m
Math 6 - Exponential Function and Graphs
- Exponential Functions
Exponential Growth, Evaluate Functions,
Finding Equations of Exponential Functions
Writing an Exponential Function Given Its Graph - Compound-Interest
Base “e” – Eulers constant - Continuous Growth and decay
0m
Math 7 - Logarithm Function and Graphs
- Why Logarithms
Converting Logarithmic to Exponential Form
Evaluating Logarithms
Common and Natural Logarithms , - Graphing Logarithmic Function
Domain of a Logarithmic Function
Transformations of Logarithmic Functions
Vertical Asymptote of a Logarithm Graph - Logarithm properties
Simplify log expressions
Change-of-Base Formula for Logarithms
0m
