- In the field of Patterns, Algebra, and Relations, students will learn (about branching conjunctions and absolute value conjunctions, graphically representing them, solving equations and absolute value inequalities, representing the solution region of linear systems with two variables, analyzing polynomial boundaries using the factor theorem and the theorem of relative zeros, writing proportion quantities as a sum of partial fractions, graphically representing conjunctions using translation, expansion, and reflection transformations, finding the end of conjunctions at a graphical, numerical, and algebraic point and investigating their connectivity at a point, finding the derivatives of force conjunctions, using the chain rule to find the derivative of composite conjunctions, drawing boundary curve using the derivative, exponential conjunction and logarithmic conjunction and their graphical representation, logarithm laws, solving exponential and logarithmic equations using logarithm laws, drawing angles in standard position, converting from degree measurement to radian measurement and vice versa, finding the trigonometric conjunction values for any angle, graphically representing basic trigonometric conjunctions, using trigonometric identities to find trigonometric conjunction values and to simplify trigonometric expressions, proving the validity of other trigonometric identities, solving trigonometric equations, finding limited integration and unlimited integration for various conjunctions, finding the area of the region bounded by a conjunction curve and the x-axis, finding the rotational volumes about the x-axis, sequences and their relationship with series, finite arithmetic sequences and series, finite geometric sequences and series, infinite geometric sequences and series).
- In the field of Data Analysis and Probability, students will learn (to use the principles of permutation, combination, and coincidence to find the number of ways to perform an operation or a random experiment, the nature of random variables and finding their values, creating the probability distribution of random variables, calculating the expectation of the random variable and its variance).
- - Solving complex mathematical problems.
- -Applying mathematical concepts in real-life contexts.