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
New Zealand Curriculum - NZC (NZ)
Test Strategy
Problem Solving
Australian Curriculum (AU)
Concepts learning
Assignment help
Project help
Grade improvement
Math Tricks and Hacks
Quick Math Games
State-Specific Standards (USA)
Exam prep
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
Home schooled
Learning Disabilities
High School students
Elementary School students
ADHD
Anxiety or Stress Disorders
Middle School students
ASD
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 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
Finding Points of Intersection
Graphing Variation
Direct Variation
Inverse Variation
The Student and Tutor reviewed several circle theorems, including those related to chords and angles subtended by arcs. They practiced solving geometry problems by applying these theorems and were introduced to theorems about angles in a semicircle and properties of cyclic quadrilaterals. The session concluded with practice problems and a brief discussion about future math topics.
Cyclic Quadrilaterals and Supplementary Angles
Isosceles Triangles in Circles
Angle in a Semicircle Theorem
Angle at the Center Theorem
The tutor and student reviewed circle properties and theorems, covering chord theorems and angle theorems related to arcs and semicircles. They practiced applying these theorems to solve geometry problems, and the session concluded with an overview of topics to be continued in the next class.
Basic Circle Terminology
Angles Subtended by Arcs and Chords
Chord Theorems
Circle Theorems
The tutor and student reviewed and practiced simplifying expressions using index laws, negative indices, and fractional indices. They then transitioned to understanding and solving linear inequalities, including graphical representation and the rule for flipping inequality signs when dealing with negative numbers. The student practiced several problems for both topics.
Negative Indices
Fractional Indices and Roots
Solving Linear Inequalities
The Tutor and Student reviewed key concepts in Algebra, focusing on simplifying radicals (surds), performing operations with them, and applying algebraic identities. They also began reviewing exponent and index laws, practicing simplification of expressions. The next session will continue with further exponent topics.
Simplifying Surds (Radicals)
Operations with Surds
Algebraic Identities and Surds
Exponent Rules (Index Laws)
The Tutor and Student reviewed polynomial multiplication and introduced polynomial factorization. They practiced applying algebraic identities and finding the greatest common factor, concluding with factoring trinomials using the product-sum method. The next session will involve solving more problems based on these concepts.
Polynomial Classification
Greatest Common Factor (GCF)
Factoring Trinomials (x² + bx + c)
Special Product Formulas
Teaching tools used by tutor
Assessment
Graphing Tools
Practice worksheets
Presentations
Digital whiteboard
Interactive lessons
Mobile joining
Parent feedback
Open Q&A
Pets are welcomed
Chat for quick help

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