Nathan - Maths teacher - Chicago
1st class free
Nathan - Maths teacher - Chicago

Nathan profile and their contact details have been verified by our experts

Nathan

  • Rate ₹7,549
  • Response 1h
  • Students

    Number of students accompanied by Nathan since their arrival at Superprof

    2

    Number of students accompanied by Nathan since their arrival at Superprof

Nathan - Maths teacher - Chicago

₹7,549/hr

1st class free

Contact

1st class free

1st class free

  • Maths
  • Algorithms
  • Computing

Previous academic with over a decade of teaching experience eager to help students with any and all kinds of mathematics!

  • Maths
  • Algorithms
  • Computing

Class location

About Nathan

I earned my Bachelor's in Mathematics from the University of California at Santa Barbara in 2014 and my Master's in Mathematics at the University of Illinois at Chicago in 2015 while enrolled as a PhD candidate in the UIC math department. I left academia a few years ago to pursue software development, but I love teaching too much to give it up completely! I'm excited to meet you and help you achieve your academic goals.

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About the class

  • Classes 1 to 5
  • Classes 6 to 8
  • Class 10
  • +9
  • levels :

    Classes 1 to 5

    Classes 6 to 8

    Class 10

    Classes 11 & 12

    Class 12

    BTech

    Class 11

    Adult Literacy

    Masters

    PhD

    MBA

    Kindergarten (LKG, UKG)

  • English

All languages in which the class is available :

English

Hi! I'm Nathan and I'm a math and programming tutor with ten years experience tutoring, lecturing (at UIC and Loyola), and helping students succeed.

I believe that establishing trust is the foundation for any successful learning journey. When students feel comfortable admitting what they don’t understand, we can tackle gaps head-on and build genuine confidence.

Teaching method and techniques

-Concept-first, practice-second: I start by ensuring students grasp the underlying idea (e.g., why a loop works or why a theorem holds) before jumping into examples.
-Socratic questioning: By asking guided questions, I encourage students to articulate their reasoning, which helps me identify misconceptions early.
-Hands-on demonstrations: In programming sessions, we write and debug small code snippets together. In math, we use visual aids or step-by-step proofs to reinforce understanding.

A typical lesson plan (~60 min)

1. Check-in & warm-up (5–10 min): Brief review of last session or a quick problem to gauge current understanding.
2. Core concept (15–20 min): Clear explanation of a new topic—such as recursion in code or solving quadratic equations—paired with frequent questions to confirm comprehension.
3. Guided practice (15–20 min): Work through one or two problems together, modeling problem-solving strategies.
4. Independent practice & wrap-up (10–15 min): Student tackles a similar problem solo while I observe; we then review mistakes and highlight key takeaways.

What sets me apart

-With years of teaching experience and real-world development work, I connect abstract ideas to practical applications (e.g., how a particular algebraic technique shows up in data processing).
-I foster a supportive environment where questions are welcomed and progress is celebrated—this mutual trust accelerates learning.
-I also share study strategies (like organizing code repositories or setting up formula cheat sheets) so students not only solve today’s problem but become better independent learners.

Who the lessons are for

-High school or college students seeking stronger foundations in algebra, calculus, data structures, or algorithms
-Career changers and adult learners teaching themselves Python, JavaScript, or preparing for coding interviews
-Anyone who benefits from a patient, trust-based approach to unpacking challenging math proofs or programming concepts

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Rates

Rate

  • ₹7,549

Pack prices

  • 5h: ₹37,744
  • 10h: ₹75,488

online

  • ₹7,549/hr

free classes

This first free class with Nathan will allow you to get to know each other and to specify the exact learning requirements for the upcoming classes.

  • 1hr

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