50 Min 1:1 Afterschool Private Math Tutoring:K-12,Algebra-1,2,Geometry,Trig

US Grade Pre - Kindergarten
**If you don't see a timing that works for you, send us a message - we can usually accommodate any time requested!**

One-To-One Weekly math and science tutoring (1X per week) is made available for elementary, middle, high-school and college students taught by a Senior Tutor at The Princeton Review and Tutor.com with 12 years of teaching experience in General Math, Pre-Algebra, Algebra, Geometry, Trigonometry, Physics, Chemistry, and Economics.  I also hold a Bachelor's degree in Mechanical Engineering with an emphasis in Fluid Analysis. I have vast experience working with over 10,000 students. I have received over 6,000 verified reviews and 2,000 student favorites. When your learner will join me, they will feel the energy, confidence, and motivation I will bring to their learning.


In this one-on-one class, students will get to choose the math topic(s) they would like to receive support on or learn more about. If we are solving specific math problems, I will walk students through the procedures step-by-step using the “I do, we do, You do” approach. Get Help in Math and Science for Grade 1, Grade 2, Grade 3, Grade 4, Grade 5, Grade 6, Grade 7, Grade 8, Pre-Algebra, Algebra, Algebra II, Trigonometry and Geometry. (Also includes Geometry for advanced preschoolers, Mathigon and
Trigonometry)

Bring your homework or questions on any math topic including basic math, pre-algebra, algebra, trigonometry, or geometry. You can also request that I build a lesson to tackle a particular topic. Your sessions with me are 100% catered around what you need, your pace, and your style. 

These private sessions are meant to help your learners with their current math topics, topics of their choosing, or just grow their confidence in math. I like to review basic math facts as well to make sure the student has a solid foundation for upcoming units. If there isn't a particular topic needed, but you are wanting some general math review, 

The student will have one on one access to a tutor for a 40-minute session to address the student's individual needs. Tutoring will consist of help with homework, worksheets, or any math lesson the student needs help with. Students may bring work to class or can be provided by the teacher.


How will students learn? 

There will be several ways to interact with me in an online class. I use various approaches to captivate students’ interest.

-> Connect learning to the real world
-> Engage with your student's interests. 
-> Use Collaboration
-> Give your students a say.
-> Get your students moving, and many more

How will they interact with me?

I will use the gradual release method of teaching: "I do, we do, you do"  if it’s a new concept.
- First, I demonstrate how to do it (using several examples).  
- Next, the students do some problems along with me.
- Finally, they complete some problems on their own that I will check for accuracy and give more guidance if needed. 

If the concept is something that’s taught in class, we can use the examples provided in the classroom and follow the structure. This way, the learner will be more comfortable and can relate to the study materials taught in class. 

How is class time structured?

The material taught in an online course follows a structure. Just like a traditional course, students start at the beginning of the education objectives and progress through the coursework. They move from the most introductory topics the class covers to the most advanced.

5 minutes- Teacher and student will familiarize themselves with each other as well as the concepts that will be covered.

30-35 minutes- The teacher will go over concepts with a strategy/story/example to create a deeper understanding of the concepts. If it’s any homework problem, we will use the approach which was taught in class rather than introducing any new style. This way, the student can relate to the material taught in class. (A problem can be solved in many ways, but the best approach is how the student is comfortable with). Students will practice the strategy by working closely with the teacher while explaining the strategy back to the teacher.

5 minutes- Class wrap-up/assessment from the teacher.


What topics will be covered?

The topic will vary from student to student depending on the subject/topic at hand. Usually, I cover any topics from Pre-K, Elementary, Math, Mid-Level Math, Algebra, Algebra II, Geometry and Trigonometry. 
My topics of interest are:
***Math -- > Algebra, Patterns and Relationships, Geometry, Numbers, Measurement
***Algebra ---> Absolute Value Equations and Inequalities, Algebraic Expressions, Linear Equations and Inequalities, Numbers, Patterns and Functions, Quadratic Equations, Inequalities, and Functions, Radical, Exponential and Logarithmic Equations and Functions, Statistics
***Algebra II ---> Absolute Value Equations and Inequalities, Conic Sections, Linear Functions, Equations, and Inequalities, Matrices, Numbers, Patterns, and Functions, Radical, Exponential and Logarithmic Equations and Functions, Quadratic Equations, Inequalities, and Functions, Polynomial, Rational Expressions, Equations and Functions
***Geometry ---> Measurement,Points, Lines, Angles, Planes, Proofs and Logic, Two- and Three- Dimensional Shapes
***Trigonometry ---> Complex Numbers, Introduction to Trigonometry: Linear Relationships and Functions, Trigonometric Ratios, Graphing Trigonometric Functions, Trigonometric Laws and Identities, Vectors.

Each tutoring session will be tailored to your student's individualized needs.  These tutoring sessions can be designed for enrichment, homework help or just to review concepts and will be geared to your student's specific learning style.   

If you would like to set up a weekly or bi-weekly tutoring session please message me (with your time zone) and some times that work with your schedule.


Please note that there is no make-up session for any missed classes.

Detailed Breakdown of Topics of Interest:
Elementary Math (Grade 4-6)
Counting and Cardinality
• One to One Correspondence
• Number recognition
• Count sequence
• Compare numbers- More or Less than or
Equal
• Skip counting
• Odd and Even
• Number sequence
• Sets and Classifying objects
Operations and Algebraic Thinking
• Patterns
• Addition- Putting together / Adding to
• Subtraction- Taking apart / Taking From
• Addition and Subtraction
• Foundation of Multiplication
• Multiplication and Division
• Relationship of multiplication and Division
• Word Problems - Multiple steps
• Property of Operations
• Order of Operations
• Understanding Addition, Subtraction,
Multiplication, and Division
• Equations
• Numerical Expression
• Functions
• Number Theory - Factors, Multiples, Primes,
Divisibility
• Ratios, Rates, Proportions, Percent, Square
Roots
Number Operations Base Ten and Fractions
• Parts and Wholes
• Base Ten
• Place Value
• Whole Numbers
• Fractions- Compare and Order
• Fractions - Read, Write, Model
• Decimal notation
• Decimals - Read, Write, Compare
• Equivalent Numbers - Decimals and
Fractions
• Integers
• Divide Fraction by Fraction
• Build Fractions
• Money- Count bill coins, and Collection of
Money
• Measurement and Data
• Describe and Compare measurable
attributes
• Sort and Classify Objects
• Time - Tell and write with both analog and
digital
• Represent and Interpret Data
• Measurements - Compare Objects, Measure
with Different objects
• Estimates
• Units and Tools
• Probability
• Geometric Measurement
• Conversion of Measurements and units
• Money
• Measurements of Angles
• Volume
• Graphing data points
Geometry
• Spatial Sense - Position of Objects
• Two Dimensional Shapes- Identify, Compare,
Sort
• Composite and Real-World Shapes
• Composes Shapes
• Three Dimensional Shapes- Identify,
Compare, Sort
• Identify Lines and Angles
• Perimeter, Area, Volume
• Coordinates
• Similar, Congruent, Symmetric Shapes
• Sorting and Classifying- by shape attributes
• Graph Coordinates
Additional Topics
• The number system
• Exponents
• Equations and Inequalities
• Dependent and Independent Variables
• Variability
• Summarize and Describe distributions 


Mid-Level Math (Grades 7-8) (Back to Top)
Algebra, Patterns and Relationships
• Algebraic Expressions
• Formulas
• Functions
• Graphing Relationships
• Inequalities
• Linear Relationships
• Number and Geometric Patterns
• Solving Equations
• Systems of Equations
• Variables and Substitution
• Represent and Analyze Quantitative Relationships
between Dependent and Independent Variables
• Use Properties of Operations to Generate
Equivalent Expressions
• Work with Radicals and Integer Exponents
• Understand the Connections between Proportional
Relationships, Lines and Linear Equations
• Analyze and Solve Linear Equations and Pairs of
Simultaneous Linear Equations
• Define, Evaluate and Compare Functions
• Use Functions to Model Relationships between
Quantities
Data and Graphs
• Experiments and Data Collection
• Infer, Predict, Evaluate, Compare Data
• Measures of Central Tendency and Variation
• Represent, Read, Interpret Data Displays
Geometry
• Circles and Pi
• Classify Two- and Three-Dimensional Figures
• Coordinate Plane
• Drawing, Modeling, and Constructing Figures and
Describe the Relationships between them
• Formulas for Perimeter, Area, Surface Area, Volume
• Logic and Reasoning
• Points, Lines, and Planes
• Properties of Two-Dimensional Figures
• Understand and Apply the Pythagorean Theorem
• Similarity, Congruence, and Symmetry
• Transformations
Measurement
• Estimate and Measure
• Measurement Systems
• Measurement Tools
• Rates, Indirect Measurements, Proportion
Numbers
• Compare and Order Numbers
• Equivalent Forms of Rational Numbers
• Estimation and Rounding
• Exponents and Roots
• Number Properties
• Number Theory Concepts
• Operations to Solve Problems
• Operations with Integers and Absolute Value
• Operations with Real Numbers
• Order of Operations
• Percents
• Ratios, Rates, Proportions
• Understand Ratio Concepts and Use Ratio
Reasoning to Solve Problems
• Real Number System
Probability
• Develop Understanding of Statistical Variability
• Summarize and Describe Distributions
• Sample Space, Combinations, Permutations
• Theoretical and Experimental Probability
• Use Random Sampling to Draw Inferences about
a Population
• Draw Informal Comparative Inferences about
Two Populations
• Investigate Chance Processes and Develop, Use,
and Evaluate Probability Models
• Understand Patterns of Association in Bivariate
Data

Algebra (Back to Top)
Absolute Value Equations and Inequalities
• Graphing Absolute Value Equations
and Inequalities
• Solving Absolute Value Equations
and Inequalities
Algebraic Expressions
• Add, Subtract Expressions
• Multiply, Divide, Factor Expressions
including Exponents
• Variables and Expressions
Linear Equations and Inequalities
• Slope, Intercepts, Points on a Line
• Solving Linear Equations
• Solving Linear Inequalities
• Solving Problems with Equations
and Inequalities
• Systems of Equations and Inequalities
• Writing and Graphing Linear Equations
• Writing and Graphing Linear Inequalities
Numbers
• Exponents and Roots
• Number Properties
• Number Theory Concepts
• Operations with Real Numbers
• Ratios, Proportions, Percents and Rates
Patterns and Functions
• Composition and Operations on Functions
• Graphing Functions and Transformations
• Inverse of Function
• Patterns
• Properties of Functions - Domain and Range
• Properties of Functions –
• Zeros, End Behavior, Turning Points
• Relations and Functions
• Solving Problems with Functions
• Translate Between Forms
Probability
• Counting Principles and Sample
Spaces
• Theoretical and Experimental
Probability
Quadratic Equations, Inequalities, and
Functions
• Factoring Quadratic Equations
• Graphing and Properties of
Quadratic Equations
• Solving Quadratic Equations and
Inequalities
• Systems of Nonlinear Equations
and Inequalities
Radical, Exponential and Logarithmic
Equations and Functions
• Graphing Exponential and
Logarithmic Functions
• Properties of Exponents and
Logarithms
• Radical Expressions, Equations and
Rational Exponents
• Solving Exponential and
Logarithmic Equations and
Inequalities
• Solving Problems with Exponential
and Logarithmic Functions
Statistics
• Data Analysis – Data Collection
• Data Displays – Measures of Data

Algebra II (Back to Top)
Absolute Value Equations and Inequalities
• Graphing Absolute Value Equations
and Inequalities
• Solving Absolute Value Equations
and Inequalities
Conic Sections
• Properties of Conic Sections
• Solving Problems with Conic Sections
Linear Functions, Equations, and Inequalities
• Slope, Intercepts, Points on a Line
• Solving Linear Equations
• Solving Linear Inequalities
• Solving Problems with Equations
and Inequalities
• Systems of Equations and Inequalities
• Writing and Graphing Linear Equations
• Writing and Graphing Linear Inequalities
Matrices
• Matrices Operations and Problems
Numbers
• Complex Numbers
• Number Properties
• Operations with Real Numbers
Patterns and Functions
• Composition and Operations on Functions
• Graphing Functions and Transformations
• Inverse of Function
• Patterns
• Properties of Functions - Domain and Range
• Properties of FunctionsZeros, End Behavior, Turning Points
• Relations and Functions
• Solving Problems with Functions
• Translate Between Forms
Polynomial, Rational
Expressions, Equations
and Functions
• Solving and Graphing Polynomial Equations
• Solving and Graphing Rational Equations
Probability
• Counting Principles and Sample Spaces
• Theoretical and Experimental Probability
Quadratic Equations, Inequalities,
and Functions
• Complex Solutions to Quadratic Equations
• Factoring Quadratic Equations
• Graphing and Properties of Quadratic
Equations
• Solving Quadratic Equations and Inequalities
• Systems of Nonlinear Equations and
Inequalities
Radical, Exponential and
Logarithmic Equations and
Functions
• Graphing Exponential and Logarithmic
Functions
• Properties of Exponents and Logarithms
• Radical Expressions, Equations and Rational
Exponents
• Solving Exponential and Logarithmic Equations
and inequalities
• Solving Problems with Exponential and
Logarithmic Functions
Sequences and Series
• Properties of Sequences and Series
• Solving Problems with Sequences and Series
Statistics
• Data Analysis
• Data Collection
• Data Displays
• Measures of Data


Geometry (Back to Top)
Measurement
• Formulas and Measurement
• Indirect Measurements, Ratios, and Rates
• Units, Unit Conversions, and Error
Points, Lines, Angles, Planes
• Angle Relationships and Problems
• Coordinate Geometry - Slope, Distance, Midpoint
• Geometric Constructions
Proofs and Logic
• Conditional Statements
• Conjectures, Axioms, Theorems, Proofs
• Inductive and Deductive Reasoning
Two- and Three- Dimensional Shapes
• Congruency
• Relationship Between Plane and Solid Figures
• Right Triangles, Including Pythagorean Theorem
• Similarity
• Symmetry and Transformations
• Theorems and Problems with Circles
• Theorems and Problems with Polygons
• Theorems and Problems with Quadrilaterals
• Theorems and Problems with Triangles
• Three-Dimensional Figures
• Trigonometric Ratios in Right Triangles

Trigonometry (Back to Top)
Complex Numbers
• Polar Coordinates, DeMoivre’s Theorem
• Trigonometric Form
• z Complex Number
Introduction to Trigonometry:
Linear Relationships and Functions
• Introduction to Trigonometry
• Introduction to Trigonometry: Linear
Relationships and Functions
• Relations, Functions, and Graphs
• Defining and Finding Trigonometric Functions
• Slope, Linear Relations, Scatter Plots, and
Piecewise Functions
• Introduction to Trigonometry: Linear
Relationships and Functions Unit Review
Trigonometric Ratios
• Trigonometric Ratios
• Angles and Angle Measures
• Measuring angles using radian and degree
measures
• Right Triangles and Trigonometric Ratios
• The Unit Circle
• Trigonometric Ratios Unit Review
Graphing Trigonometric Functions
• Introduction to Graphing Trigonometric
Functions
• Graphing Trigonometric and Inverse
Functions
• Inverse Trigonometric Functions
• Transformations of Trigonometric Functions
• Real-world Applications of Trigonometric
Functions
• Vectors
• Graphing Trigonometric Functions Unit
Review
Trigonometric Laws and Identities
• Trigonometric Laws and Identities
• Law of Sines and Law of Cosines
• Trigonometric Identities and Equations
• Area of Triangles
• Angular and Linear Velocities
• Trigonometric Laws and Identities Unit
Review
• Modeling Periodic Phenomenon
Vectors
• Graphing and Operations with Vectors
• Solving problems with Vectors