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Math tutor near me in San Antonio, TX

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Math tutor in San Antonio, TX

Math tutoring focus areas in San Antonio

Tutoring

Tutoring

Build math skills with advanced math tutoring

Homeschool students

Homeschool students

Tailored Math lesson for at home study

Exam prep

Exam prep

Boost your math scores with customized test preparation

Learning disabilities

Learning disabilities

Supportive math strategies for different learning styles

Homework help

Homework help

Clear up confusion & complete math tasks successfully

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Learners in San Antonio improving with Math tutor guidance

Tutors working throughout Alamo Heights and King William

Parvana taught about 2 months ago

During their recent math lesson, Parvana guided Sophia through the intricacies of quadratic equations. They thoroughly covered the quadratic formula, the discriminant, and the process of graphing parabolas. Sophia gained practical experience by applying the quadratic formula to solve various equations and using the discriminant to determine the number of solutions. Parvana concluded by assigning further examples for Sophia to work on, with their next lesson planned to be divided between algebra and geometry concepts.

Quadratic Formula

Discriminant

Parabola Graphing

Parabola Dilation

Parabola Translation

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Parveen taught 2 months ago

Parveen and Maria's math lesson focused on Roman numerals, covering numbers up to 3,500 and introducing new symbols like L, C, D, and M. Maria actively practiced converting between Roman numerals and numbers, arranging them in order, and performing calculations. As a follow-up, Maria was asked to send a picture of a question from her math book about Roman numerals for 1 million.

Roman Numeral System

Subtraction Rule in Roman Numerals

Number Patterns (Recursive Rule)

Mental Math for Adding 9

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Soumya taught 2 months ago

Soumya and Nidhi's recent math lesson focused on polygons and angles, where they delved into various types of triangles and quadrilaterals, as well as angle sum properties. Nidhi gained practical experience by finding missing angles in both triangles and quadrilaterals and mastered solving problems where angles were presented in ratios. For future lessons, Soumya assigned a worksheet and outlined plans to introduce circles, coordinate geometry, and area/perimeter.

Quadrilateral

Angles in Ratio

Angle Sum Property (Quadrilateral)

Angle Sum Property (Triangle)

Polygon

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Parvana taught 2 months ago

Parvana guided Sophia through the intricacies of solving quadratic equations, focusing on both factorization and completing the square. During this math lesson, Sophia diligently practiced converting equations to standard form, applying the null factor law, and tackling various word problems. The pair also explored completing the square for equations that proved difficult to factor. Their next lesson will delve further into quadratic equations, specifically covering solutions using a formula.

Null Factor Law

Completing the Square (for non-factorable quadratics)

Simplifying Square Roots

Solving Quadratic Word Problems

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Emmanuel taught 2 months ago

Emmanuel worked with a student from Cambridge Elementary School in Alamo Heights on multiplication and number recognition. They practiced single-digit multiplication for warm-up, then moved to two-digit by one-digit multiplication with carrying. The learner also worked on writing numbers in word form, and was assigned homework to continue practicing these skills.

Multi-Digit Multiplication (Vertical Method)

Multiplication Facts (Times Tables)

Spelling Numbers in Words

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Rituparna taught 2 months ago

Rituparna and Holly focused on key mathematical concepts, reviewing graphs, linear equations, and slopes, all in preparation for Holly's Year 11 GCSE math. Holly actively practiced finding the equation of a line when provided with two points and was given a homework assignment to solve similar problems using the two-point formula. They intend to continue with more questions and further review in their next lesson, potentially drawing practice problems from resources like Corbett Math or Math Genie.

Two-Point Formula

Quadratic Equation

Gradient (Slope)

Cartesian Plane

Linear Equation

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Navigating Probability in North Side Chicago Life

Understanding Factors

Understanding Factors

What are factors? Factors are numbers that divide another number perfectly. They leave no remainder.

Why are they important? Factors help us organize things. They show us how numbers are built.

How to find them: Think about what numbers multiply to get your target number.

San Antonio Example: Imagine 24 people want to tour The Alamo. How can groups be formed evenly? 

  • You could have 2 groups of 12 people. Or 3 groups of 8. The numbers 2, 3, 4, 6, 8, 12 are factors of 24. They show all possible even group sizes.


Navigating Multiples

Navigating Multiples

What are multiples? Multiples are results when you multiply a number. Think of counting by a specific number.

Why are they useful? Multiples help predict patterns. They are key for schedules and sequences.

How to find them: Just keep multiplying your number by integers (1, 2, 3, etc.).

San Antonio Example: A trolley bus leaves the River Walk every 10 minutes. When will the next buses arrive after 9:00 AM? 

  • They will arrive at 9:10, 9:20, 9:30. These are multiples of 10. Multiples help you plan your journey.


Discovering Prime Numbers

Discovering Prime Numbers

What are prime numbers? Primes are unique numbers. They have only two factors: 1 and themselves.

Why are they special? Primes are the basic building blocks. All other numbers are made from them.

How to identify them: Check if only 1 and the number itself divide it. (Excluding 1, which is not prime).

San Antonio Example: Consider 7 tourists visiting the San Fernando Cathedral. Can they be split into smaller, equal groups (more than 1)? 

  • No, because 7 is a prime number. Only 1 group of 7, or 7 groups of 1. Prime numbers resist smaller, equal divisions.


Tips for Mastering These Concepts

Tips for Mastering These Concepts

  1. Use Visual Aids: Draw diagrams. Use physical objects. See how numbers divide or combine.
  2. Practice Regularly: Consistent practice strengthens understanding. Work through various examples daily.
  3. Relate to Real Life: Connect concepts to daily activities. Use money or everyday objects. This makes learning meaningful.
  4. Break It Down: Tackle complex problems in smaller steps. Focus on one concept at a time.
  5. Seek Clarification: Don't hesitate to ask questions. Understanding builds confidence. Find a supportive learning environment.

Math tutor near San Antonio