HOME
ABOUT US
What is STEM?
Organization
Aim / Vision
Concept
INSTRUCTIONS
Exam Conditions
Fees and Payment Policy
Numbers of Questions / Exam Duration
Calendar
Registration Guidelines
CATEGORIES
MEDALS / AWARDS
SYLLABUS
Topics
Resources
Past Papers
DOWNLOADS
FAQ
ANNOUNCEMENTS
CONTACT
HOME
ABOUT US
What is STEM?
Organization
Aim / Vision
Concept
INSTRUCTIONS
Exam Conditions
Fees and Payment Policy
Numbers of Questions / Exam Duration
Calendar
Registration Guidelines
CATEGORIES
MEDALS / AWARDS
SYLLABUS
Topics
Resources
Past Papers
DOWNLOADS
FAQ
ANNOUNCEMENTS
CONTACT
All You Need for STEM Olympiad
(FAQ)
MATHEMATICS - Grades 10, 11 & 12
Probability:
- Calculating probabilities of simple and compound events.
- Applying the concepts of independent and dependent events.
- Solving problems using permutations and combinations.
Basic Statistics:
- Measures of central tendency (mean, median, mode) and variability (range).
- Representing data using histograms, bar charts, and pie charts.
- Introduction to standard deviation and variance.
Trigonometry:
- Trigonometric ratios (sine, cosine, tangent) for acute angles.
- Solving right-angled triangle problems using trigonometry.
- Understanding the unit circle and trigonometric identities.
Coordinate Geometry:
- Equations of lines and circles in the Cartesian plane.
- Finding slopes and intercepts of lines.
Geometry:
- Properties of polygons and regular polygons.
- Understanding congruence and similarity of triangles and other shapes.
- Solving problems involving area and volume of basic figures.
Probability Distributions:
- Understanding and using binomial and normal distributions.
- Interpreting z-scores and standardizing data.
Advanced Word Problems:
- Challenging word problems involving multiple concepts and real-life applications.
- Applying mathematical skills to practical scenarios.
Conic Sections:
- Understanding the equations and properties of circles, ellipses, parabolas, and hyperbolas.
- Graphing conic sections in the Cartesian plane.
Complex Numbers:
- Understanding and performing operations with complex numbers.
- Representing complex numbers in polar form.