Age group: 10-19
Radical Functions and Equations - Simplify Radical Expressions - Graphing Square Root Functions - Graphing Cube Root Functions - Inverse of a Function - Radical Functions and Equations : Practice/Assignment Rational Exponents and Radical Functions - Nth Roots and Rational Exponents - Properties of Rational Exponents and Radicals - Graphing Radical Functions - Solving Radical Equations and Inequalities - Performing Functions Operations - Inverse of a Function - Rational Exponents and Radical Functions : Practice/Assignment Correlation and Scatter Plots - Correlation - Scatter plots and Linear Correlation - Scatter Plots and Lines of Best Fit - Pearson's Correlation Coefficients - Least Square Regression Line - Correlation and Scatter Plots : Practice/Assignment Sequences and Series - Defining and Using Sequences and Series - Analyzing Arithmetic Sequences and Series - Analyzing Geometric Sequences and Series - Finding Sums of Infinite Geometric Series - Binomial Theorem - Sequences and Series : Practice/Assignment Probability - Sample Spaces and Probability - Independent & Dependent Events - Two-way Tables and Probability - Probability of Disjoint and Overlapping Events - Permutations and Combinations - Binomial Distributions - Probability : Practice/Assignment Statistics - Dot Plots - Line Graphs - Bar Graphs With Non-unit Scales - Frequency Tables - Quartiles of a Data Set - Measure of Central Tendency - Range of a Data Set - Comparing Data - Interquartile Range - Box-and-Whisker Plots - Comparing Two Distributions Using Box Plots - Sample and Population Standard Deviation - Cumulative Frequency Graphs - Outliers of a Data Set - Standard Deviation of a Data Set - Biased Versus Unbiased Samples - Stem-and-Leaf Plots - Statistics : Practice/Assignment
Should have skill of the solving the linear and non-linear systems of equations
Enthuziasm to learn Algebra
Formulating and solving advanced word problems that require the application of algebraic principles to model and solve complex situations.
Understanding and applying advanced algebraic concepts like matrices, determinants, and systems of linear equations to real-world scenarios.
Developing proficiency in graphing and analyzing functions beyond basic polynomials, including exponential, logarithmic, and trigonometric functions.
Exploring abstract algebraic structures such as rings and fields, and applying them to solve advanced problem sets.
Mastering complex equations involving multiple variables and advanced algebraic techniques such as substitution and elimination.
Skill of solving the radical equations and inequalities
Ability to compute the inverse of a function
Ability to work with different types of sequences and series
Understanding of probability concepts
Mastery in different forms of data representation
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