Make it easier on yourself by enhancing your learning experience with someone who's not only been in your shoes but has walked a mile in them.

The Tutor and Student reviewed concepts of linear equations, including shifts and reflections. They then transitioned to exploring different types of transformations such as translations and reflections, and finally delved into factoring techniques, including basic factoring and factor by grouping. The Tutor offered to send a practice worksheet for future review.

The student and tutor reviewed the fundamental properties of logarithms, including product, quotient, and power rules. They practiced expanding and condensing logarithmic expressions, explored natural logarithms and Euler's constant, and learned about the change of base formula for calculations. The focus was on understanding the 'why' behind logarithmic operations for better problem-solving.

The tutor and student reviewed the concept of inequalities, focusing on graphing them on a number line and distinguishing between "and" and "or" compound inequalities. They also introduced interval notation as a method to represent the solution sets of inequalities.

The session focused on introducing and practicing logarithmic properties, including expansion and condensation of logarithmic expressions. The Student worked through several example problems, applying the product, quotient, and power rules. The session concluded with a discussion on strategies for test preparation, emphasizing repetition and confidence-building.

The session covered function operations, including subtraction, division, and composition. The student practiced applying these operations with various function examples, focusing on algebraic simplification and understanding the substitution process in composition. Future sessions will continue with evaluating expressions.

The Tutor and Student explored nonlinear functions, identifying types such as quadratic, cubic, radical, logarithmic, and exponential. They then practiced function operations, specifically addition and multiplication, including evaluating these operations at given numerical values. The session concluded with a review of the key characteristics of linear versus nonlinear functions and function operations.