Parvana Parvana
Helping Students Build Strong Mathematical Foundations Through Personalized and Engaging Online Lessons




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Parvana Parvana
Bachelors degree
/ 55 min
Parvana - Know your tutor
I’m Parvana, a Bachelor’s-educated Mathematics Tutor with over 6 years of experience teaching students from the United States, New Zealand, and Australia. I am passionate about making mathematics engaging, understandable, and enjoyable for learners. I specialize in supporting students up to Grade 10, helping them build a strong foundation in mathematics through clear explanations, structured lessons, and consistent practice. I provide personalized learning experiences tailored to each student’s pace and needs. I have extensive experience preparing students for school assessments and NAPLAN, focusing on improving problem-solving skills, mental math, and exam confidence. My approach includes exam-style practice, targeted revision, and step-by-step guidance to ensure students feel well-prepared and confident. I have worked with students across different curricula, including those in Australia and New Zealand, and have supported learners from diverse academic levels, including advanced and extension programs. I believe in maintaining regular communication with students and parents through feedback and progress updates to ensure continuous improvement and long-term success. Let’s build confidence in math together!
Parvana graduated from CUSAT

Specialities of your tutor
Math Tricks and Hacks
Problem Solving
Project help
Concepts learning
Grade improvement
Exam Simulation
Exam prep
Assignment help
Australian Curriculum (AU)
Test prep
New Zealand Curriculum - NZC (NZ)
State-Specific Standards (USA)
AI modules
Summary
Podcast
Quiz
Learnings
Flashcard
Spotlight
Zero Risk Guaranteed
15-days refund
Free tutor swap
No cancel fee
1-yr validity
24/7 support
Student types for classes
Middle School students
High School students
Elementary School students
ASD
Home schooled
ADHD
Learning Disabilities
Anxiety or Stress Disorders
Class overview
My teaching methodology focuses on building strong conceptual understanding, confidence, and problem-solving skills in students. I begin by identifying each learner’s strengths, weaknesses, and learning style, and then design personalized lesson plans accordingly. I use clear explanations, real-life examples, visual aids, and interactive problem-solving sessions to make complex topics simple and engaging. Regular practice, exam simulations, and mental math exercises are incorporated to improve speed and accuracy. I adapt my teaching approach to meet the requirements of different curricula in the United States, New Zealand, and Australia, ensuring students are well-prepared for school and competitive examinations. Continuous assessment, constructive feedback, and open communication with students and parents are key parts of my approach. My goal is to create a supportive learning environment that motivates students to develop confidence, independence, and a genuine interest in mathematics.
Parvana also teaches
ACT Math
Algebra
AP Calculus AB
AP Calculus BC
AP Precalculus
AP Statistics

Mathematics concepts taught by Parvana
The Student and Tutor practiced identifying and interpreting various properties of functions, including domain, range, x and y-intercepts, and increasing/decreasing intervals from tables and graphs. They also began an introduction to different function families, discussing constant, linear, and absolute value functions. The plan is to continue this discussion on function families in the next session.
Analyzing Graphs: Intercepts
Behavior & Boundaries
Introduction to Function Families: Constant
Linear
Absolute Value
Domain and Range: Inputs and Outputs
Notations for Intervals: Inequality vs. Interval
Understanding Functions: The Foundation
The session served as an introduction to Algebra 2 functions, with the Tutor reviewing core concepts such as domain, range, intercepts, and vertices. The Student then explored more advanced topics including absolute/relative maximums/minimums, end behavior, asymptotes, and how to identify increasing, decreasing, positive, and negative intervals from graphs and tables. Homework comprising similar practice questions was assigned for the Student to work on before the next session.
Functions: Domain
Range
and Intercepts
Function Extrema: Absolute
Relative
and Vertex
Function Behavior: Increasing
Decreasing
The Tutor and Student reviewed co-terminal angles, defining them and demonstrating their calculation. They then introduced the concept of bearings for navigation, explaining true bearing measurement from north and practicing how to calculate bearings between points using geometric principles. The session concluded with the Student solving word problems that applied trigonometry to bearing scenarios, and they plan to continue with more application problems next time.
Calculating True Bearings Between Two Points
Coterminal Angles
Bearings in Right-Angle Trigonometry
Introduction to True Bearings
The Tutor and Student initiated an Algebra 2 curriculum, covering topics like linear functions, transformations, and an introduction to trigonometry, including radians and angle measurements. They practiced evaluating expressions, performing geometric transformations, and converting between degree and radian measures, with plans to delve deeper into coterminal angles and trigonometric values in the next session.
Quadrants and Angle Direction
Radians and Degrees
Special Angles and Conversions
Determining Angle Quadrants
The student worked with the tutor to learn and practice finding the inverse of various mathematical functions. They reviewed the definition and procedural steps for calculating inverses and then solved a series of practice problems involving linear, radical, and rational functions. The session was preparation for an upcoming quiz.
Steps to Find an Inverse Function
Handling Complex Inverse Function Problems
Inverse Functions with Different Operations
Inverse Functions: The Core Idea
The Student and Tutor worked through various problems related to inverse and direct variation, applying the concepts to solve for unknown variables. They also began exploring the equations of circles and finding points of intersection with lines, with plans to continue this topic.
Equation of a Circle
Direct Variation
Inverse Variation
Finding Points of Intersection
Graphing Variation
Teaching tools used by tutor
Quizzes
Presentations
Digital whiteboard
Assessment
Graphing Tools
Interactive lessons
Weekend lessons
Pets are welcomed
Record lessons
Open Q&A
Mobile joining

Math tutors on Wiingy are vetted for quality
Every tutor is interviewed and selected for subject expertise and teaching skill.
