Ca Shunn Harris
Make it easier on yourself by enhancing your learning experience with someone who's not only been in your shoes but has walked a mile in them.
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Ca Shunn Harris
Bachelors degree
Enroll after the free trial
Each lesson is 55 min
50 lessons
20% off
/ lesson
30 lessons
15% off
/ lesson
20 lessons
10% off
/ lesson
10 lessons
5% off
/ lesson
5 lessons
-
/ lesson
1 lessons
-
/ lesson
Ca Shunn - Know your tutor
I’m Ca Shunn Harris — a math tutor with a bachelor’s degree, 7+ years of experience, and way too much passion for helping people finally say, “Ohhh, that makes sense now.” I got my start tutoring kids in my community, and after earning my mathematics degree, I decided to take this whole education thing full-time. These days, I help students of all levels with personalized learning plans, math tips and tricks, practice drills, homework help, and test prep. Algebra, calculus, trigonometry; you name it, I've conquered them all. So whatever you need, I’ve got your back. Outside of tutoring, I’m usually playing soccer, gaming on Xbox or PlayStation, or grinding through Call of Duty Zombies like it's a part-time job. I’m a Manchester City fan, and yes — Alexander Isak is that guy for me. Everyone can learn. Seriously. So let’s get started with you.
Ca Shunn graduated from Texas A&M University - Texarkana
Specialities of your tutor
Test Strategy
Math Tricks and Hacks
Problem Solving
Mental Math
State-Specific Standards (USA)
Student types for classes
Home schooled
Anxiety or Stress Disorders
ADHD
Middle School students
High School students
College students
Class overview
My tutoring approach is all about making learning click through interactive and visual explanations that build real confidence and help students understand the ideas behind the problems. I focus on strengthening core concepts and adapting to each students learning style so the material actually makes sense rather than feeling like a bunch of random steps to memorize. I specialize in Math, Algebra, Geometry, Calculus, and several other subjects at the high school level, giving students a strong foundation for both classwork and future courses. I use a variety of tech tools, such as an iPad and a stylus, to create lessons that are clear, visual, and sometimes entertaining enough to keep even the most overwhelmed student engaged. I follow a structured curriculum that stays aligned with school standards while also giving students a clearer path to understanding each topic. With over 50 students taught, I have worked with a wide range of academic needs and personalities, and I take pride in creating a supportive learning environment that helps every student grow. My goal is always to make learning feel achievable and to guide students with a personalized approach that truly works for them.
Ca Shunn also teaches
Elementary School Math
Geometry
High School Math
Middle School Math
Pre Algebra
Trigonometry
Mathematics concepts taught by Ca Shunn
The Student and Tutor worked through several algebra problems focused on simplifying expressions, solving equations, and understanding exponents and radicals. The Student received guidance on using a scientific calculator to solve problems and check answers. They were also given a worksheet with additional factoring problems to practice, and they discussed the possibility of future tutoring sessions.
Dividing Fractions: Keep
Change
Flip
Multiplying Rational Expressions
Point-Slope Form of a Linear Equation
Simplifying Radical Expressions with Fractional Exponents
Logarithms and Change of Base Formula
Finding x-Intercepts and Vertex of a Quadratic Equation
The session covered dilations, scale factors, similarity, the Pythagorean theorem, and determining segment lengths within triangles. The student practiced setting up and solving proportions to find missing side lengths and angle measures in similar figures. The next steps in geometry and an app to help send in work were also discussed.
Similarity
Angle Relationships in Similar Triangles
Segment Lengths and Proportions in Triangles
Special Right Triangles: 3-4-5
Pythagorean Theorem
Proportionality
Dilation and Scale Factors
The Student and Tutor reviewed five core algebra objectives: converting between radical and exponential forms, simplifying radical expressions with odd exponents, graphing linear equations, understanding fractional slopes, and identifying types of triangles (scalene, isosceles) on a coordinate plane using the Pythagorean theorem. They also began to explore factoring polynomials involving GCF and difference of squares. The Student plans to work on various topics from an online list for an upcoming test, and they agreed to focus on the Student's challenging topics in their next session.
Radical and Exponential Forms
Simplifying Radical Expressions
Graphing Linear Equations (Slope-Intercept Form)
Identifying Triangle Types on a Coordinate Plane
Factoring Polynomials (GCF and Difference of Squares)
The session covered mole conversions in chemistry and triangle congruence proofs in geometry. The student practiced various conversion problems using dimensional analysis and worked on identifying triangle congruence theorems. The tutor recommended reviewing theorems and watching YouTube videos for additional help with proofs.
The Mole Concept
Dimensional Analysis
Mole Conversions
Triangle Congruence Theorems
The session focused on radicals and fractions. The student learned about simplifying radicals, radical arithmetic, fraction operations (multiplication, division, and reduction), and fractional exponents. They also covered calculating slope and interpreting graphs. The plan is to review a test on the material during the next session.
Perfect Squares and Prime Factorization
Understanding Slope: Rise Over Run
Fractions with Exponents
Multiplying and Dividing Fractions
Reducing Fractions
Understanding Fractions: Part Over Whole
Simplifying and Combining Radicals
Radicals and Root Functions
The Student and Tutor reviewed GCF, factoring binomials and trinomials, and applied these skills to solving equations using the zero product property. The Student practiced identifying and extracting the GCF from various expressions. The session concluded with a brief discussion of how factoring relates to finding zeros of quadratic functions and graphing them.
Factoring Binomials and Trinomials
Zero Product Property
Connecting Factoring to Zeros of Quadratic Functions
Dividing Variables with Same Base Exponents
Greatest Common Factor (GCF)
Teaching tools used by tutor
Digital whiteboard
Assessment
Practice worksheets
Interactive lessons
Record lessons
Chat for quick help
Mobile joining
Note taking
Parent feedback
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Every tutor is interviewed and selected for subject expertise and teaching skill.
