Biada Cuarto
Experienced Mathematics Tutor that excels in diverse curricula for personalized learning.
Show all photos
Biada Cuarto
Masters degree
/ 55 min
Biada - Know your tutor
Hello, I’m Biada, a licensed professional Mathematics teacher and a TEFL-certified educator. I am a Math tutor with over 6 years of experience. My expertise includes Algebra, Calculus, Geometry, Statistics, Trigonometry and more. I excel in creating tailored learning plans, gamifying Math concepts, and providing exam simulations to boost confidence. From homework help to test strategies, I can cove it all. Whether it's quick math games for elementary students or test prep strategies for college goers, I ensure fun and effective learning experience. My teaching philosophy focuses on practical, real-world communication to make language learning meaningful and engaging, while using real-life examples to help students understand mathematical concepts better. I teach English to learners of various age groups and have experience teaching across different subjects, with Mathematics as my major of specialization. My goal is to help students use English confidently and develop a clear understanding of mathematical concepts. I believe that a supportive, interactive, and student-centered classroom plays a key role in achieving academic success. Let's conquer Math together.
Meet Biada
Biada graduated from Naga College Foundation
Specialities of your tutor
GCSE (UK)
Test prep strategies
Exam Simulation
Test Strategy
Problem Solving
Learning Plans
Practice Tests
Common Core State Standards - CCSS (USA)
Mental Math
Homework help
A-Levels (UK)
CoTutorAI 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
High School students
ASD
Elementary School students
ADHD
Home schooled
College students
Anxiety or Stress Disorders
Middle School students
Learning Disabilities
Biada also teaches
Algebra
Algebra 2
Arithmetic
College Algebra
College Math
Discrete Math
Mathematics concepts taught by Biada
The Student and Tutor continued their lesson on multivariable calculus, focusing on the chain rule for differentiation with multiple independent and intermediate variables. They then delved into implicit differentiation, covering techniques for both two and three-variable functions. The Student practiced extensively by solving a series of problems applying these differentiation concepts.
Chain Rule: Functions with More Intermediate Variables
Chain Rule: Functions with More Independent Variables
Implicit Differentiation for Two Variables
Implicit Differentiation for Three Variables
Applications of Implicit Differentiation: Slope at a Point
The Student and Tutor focused on understanding and practicing addition and subtraction of integers using number lines. The session involved solving various practice problems, including identifying correct number line models and completing equations based on visual representations. They also discussed potential future topics like decimals and fractions, and confirmed their next meeting for the following weekend.
Adding Integers with a Number Line
Interpreting Number Line Models for Equations
Subtracting Integers: The "Add the Opposite" Rule
Student and Tutor reviewed the concepts of propagated and relative errors, including their definitions and calculation methods, applying them to a volume problem. The main focus then shifted to practicing the chain rule for several variables in multivariable calculus, with the Student successfully solving numerous related problems. They also discussed plans to cover three variables and implicit differentiation in the next session.
Propagated Error Estimation
Relative Error and Percentage Error
Multivariable Chain Rule for Single Parameter
Extending Chain Rule to Three Variables
The Student and Tutor practiced finding total differentials for various multivariable functions. They also focused on evaluating functions at two points to calculate actual change and then using total differentials to approximate this change, comparing the results. The concepts of propagated and relative errors were briefly introduced, and the next session will delve deeper into these topics and cover concepts from section 13.5.
Total Differentials for Multivariable Functions
Calculating Partial Derivatives
Approximating Change using Total Differentials (Δz ≈ dz)
Evaluating Functions at Specific Points
Propagated Error
Relative and Percentage Error
The session focused on fundamental concepts in mathematics, including comparing decimal numbers using both visual models and numerical comparison techniques. Additionally, the Student learned and practiced rounding decimal numbers and whole numbers to specified place values. For the next session, the Tutor will prepare material on integers, specifically focusing on comparing them using greater than, less than, or equal to symbols.
Comparing Decimals Using Models
Rounding Whole Numbers
Comparing Decimals Without Models
Rounding Decimals
Student and Tutor thoroughly covered approximation techniques using differentiation for both single and multivariable functions. They also discussed the conditions for differentiability of multivariable functions. The Student actively practiced numerous problems, applying these concepts to diverse examples, including a practical volume change scenario, and is scheduled to begin a new topic in the next session.
Approximation by Differentiation (Single Variable)
Approximation by Total Differentials (Multivariable)
Differentiability of Multivariable Functions
Teaching tools used by tutor
Digital whiteboard
Presentations
Quizzes
Assessment
Lesson Planner
Math tutors on Wiingy are vetted for quality
Every tutor is interviewed and selected for subject expertise and teaching skill.
