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Natania Yasuo

Motivational GCSE Math lessons with problem solving

4.9(107)

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GCSE learning materials by Natania
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Live performance with GCSE by Natania
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Private tutor - Natania Yasuo

Bachelors degree

/ 30 min

Rated 4.9 out of 5 stars.
★★★★★
Popular
Highly skilled & top-rated
107 ratings
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GCSE prep overview

I am a dedicated and experience Math teacher with over 3 years of expertise in the field of education. I offer Math tutoring sessions for middle school to high school level students, and non-traditional students or returning adults are always welcome. With a passion for mathematics and a commitment to helping my students succeed, I honed my teaching skills to create engaging and effective online lessons. My adaptability and use of digital tools often prove to be a reliable resource for interactive learning. My tutoring sessions are customised to the needs and learning style of the student. I explain concepts which may be difficult to understand and promote asking questions whenever needed. I conclude each lesson by discussing lesson conclusions and ensuring all concepts are thoroughly understood. We can also go over homework and assignments together for test preparation. Let's understand the world of Maths together!

GCSE tutor skills

GCSE (UK) icon

GCSE (UK)

Homework help icon

Homework help

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Concepts learning

A-Levels (UK) icon

A-Levels (UK)

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Proven strategies for exam success

90% of students say strategies boosted their confidence.

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Support beyond regular classes

Parents appreciate timely help during stressful exam times.

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Personalized study plans for success

90% of students feel their plan is tailored to their needs.

Natania - Know your tutor

Hello! I am Natania or Nia for short. I have a background in Biochemical Engineering and I am deeply passionate in learning and helping students understand Math concepts. I have over 3 years of teaching experience, especially with the GCSE curriculum and i specialize in concept learning, grade improvement, practice exams and test preparation. When it comes to my teaching technique, I explain each process step by step and always go at the students' pace. Each session's pace will be determined by you and your needs, so there is absolutely no need to worry about needing to stop and retrace our steps. Whether you need help in completing homework or to prepare for a standardized Math test, I'm here to give you a thorough understanding for all your Mathematical inquiries. Outside teaching, I find enjoyment in reading, playing basketball and watching movies.

Learning tools used by GCSE tutor

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Digital whiteboard

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Assessments

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Practice worksheets

keyLearning

GCSE concept taught by Natania

Student learned 4 days ago

Nia and a student from Dallas Baptist University in Grand Prairie reviewed the Intermediate Value Theorem, Mean Value Theorem, and implicit differentiation. The learner practiced applying the three-step continuity test and finding the 'c' value in the Mean Value Theorem. They worked through example problems to prepare for an upcoming exam.

Intermediate Value Theorem (IVT)

Implicit Differentiation

Mean Value Theorem (MVT)

3-Step Continuity Test

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Student learned 5 days ago

Practicing integration by substitution and integration by parts, the learners worked through several example problems. They covered techniques for simplifying integrals and using trigonometric identities. The pair, who call Hollywood home, plan to meet next week at the same time to continue their calculus lesson.

Definite Integrals (Substitution)

Integration by Parts

U-Substitution

LIATE Rule

Differentiation vs. Integration

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Student learned 5 days ago

Two students, both attending Bellaire High School in Houston, focused their lesson on related rates problems and interpreting graphs. They practiced finding relationships between variables and using differentiation to solve related rates questions. The learners also reviewed how to interpret the first and second derivatives on a graph to determine increasing/decreasing intervals and concavity. One student provided notes on graph interpretation for the other to review.

Definition of a Derivative (Limit Form)

Related Rates

First Derivative (f'(x)) on a Graph

Second Derivative (f''(x)) on a Graph

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Student learned 6 days ago

Nia tutored a student from St. Pete on definite integrals, practicing various integration problems including polynomial, exponential, and logarithmic functions. The learner worked on finding areas under curves, solving word problems involving rates of change, and determining break-even points. They scheduled future lessons to continue working on calculus concepts.

Integrating Constants

Definite Integral

Area Under the Graph

Integration of 1/x

Exact Answer vs. Decimal

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Student learned 6 days ago

Nia and Alexanderpaul began their lesson by reviewing the quotient rule before transitioning to implicit differentiation. During this lesson, Alexanderpaul gained proficiency in differentiating equations involving both x and y variables and applying the product rule in such contexts. They also focused on a key application of calculus: identifying points on a graph where the tangent line is horizontal by equating the derivative to zero. Another lesson has been set for Friday at 9 AM to further prepare Alexanderpaul for his upcoming exam.

Implicit Differentiation

Quotient Rule

Product Rule (Implicit)

Horizontal Tangent Line

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Student learned 7 days ago

Nia and Alexanderpaul continued their calculus practice, focusing on applying the chain rule, product rule, and quotient rule to various problems. They also covered derivatives of trigonometric functions. Nia provided notes and will send the document to Alexanderpaul for review. This lesson built upon their previous session where they reviewed fundamental differentiation rules, including the power rule, constant multiple rule, and sum/difference rule. Alexanderpaul, who attends the University of California, Riverside, had previously practiced applying these rules to various functions, including those with fractional exponents and radicals, and worked on finding derivatives at specific points. Homework problems were assigned to reinforce those earlier concepts. They have scheduled another lesson for the following day to continue practicing calculus, with two more lessons planned before an upcoming exam.

Derivative of Sine

Product Rule

Derivative of 1/x

Quotient Rule

Chain Rule

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Free lesson slots

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Exam oriented GCSE classes

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Open Q&A

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Note taking

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Chat for quick help

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Pets are welcomed

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Mobile joining

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