Hands-on SAT Math & Calculus lessons with problem solving focus

The session covered projectile motion, circular motion, and relative motion. The Student solved problems related to projectile trajectory, centripetal acceleration, and observed velocities from different reference frames. Galilean transformation was introduced, with plans to delve deeper into the concept in the next session.

The student and tutor covered discrete random variables, inclusive/exclusive inequalities, and calculating mean, variance, and standard deviation. They worked through examples to practice these concepts and started discussing binomial distribution. The student was assigned practice problems related to discrete variables.

Nithin and Christa reviewed various probability concepts, including mutually exclusive and inclusive events, Venn diagrams, and both the special and general addition rules. Christa actively practiced probability calculations using card-drawing examples and was introduced to contingency tables. Nithin assigned a practice problem for her to work on, and their next lesson will delve into conditional probability.

Nithin and a student from Mesa Community College reviewed probability, covering sample spaces, events, empirical probability, complements, intersections, unions, and Venn diagrams. The learner worked through examples, including dice rolls and a refrigerator analogy, to illustrate these concepts. Nithin assigned practice questions on the covered sections for completion.

Nithin assisted Christa with a thorough review of statistics, covering key concepts like variance, standard deviation, Z-scores, percentiles, quartiles, and box plots, alongside an introduction to probability. Christa actively engaged by working through examples and clarifying the meaning of various statistical symbols. Nithin assigned practice problems from chapter three and scheduled their next lesson for Thursday to continue their exploration of probability.

Nithin S. assisted a student with homework questions focused on determining convergence or divergence of improper integrals. The learner, who lives in Kingwood, worked through several problems, applying techniques such as rewriting integrals with negative exponents, using limit definitions, and identifying odd or even functions. No specific homework or follow-up was mentioned during this lesson.