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4 private teachers in Phoenix

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4 private teachers in Phoenix

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Miguel Angel - Glendale, AZ16Fr

16FrIntegration course from scratch for students and teachers

Trusted teacher: Start of the Integration Course from scratch for students and teachers. Course: Integration From Scratch General Objective: Guide the student from the basics to a solid mastery of indefinite and definite integrals, techniques, and applications. Module 1: Previous Foundations and Motivation Goals: Understand the concept of area under the curve as a motivation for the integral. Establish a basis with functions and derivatives. Contents: 1. What is integration? (visual intuition) 2. Review of functions (linear, quadratic, exponential) 3. Derivative and its relationship with the integral 4. Introduction to the integration symbol Exercises: Identify areas under simple curves (visually). Relate known derivatives with antiderivatives. Module 2: Indefinite Integrals Goals: Learn to calculate antiderivatives of common functions. Contents: 1. Definition of indefinite integral 2. Integration rules: Constant Powers Addition/subtraction 3. Integration by substitution 4. Integration by parts (simple introduction) Exercises: 15 graded exercises with feedback. Module 3: Definite Integrals and Fundamental Theorem Goals: Calculate exact areas under curves using definite integrals. Understand and apply the fundamental theorem of calculus. Contents: 1. Definition of definite integral 2. Geometric interpretation 3. Properties (linearity, additivity) 4. Fundamental Theorem of Calculus Exercises: 10 visual exercises + 10 algebraic exercises. Module 4: Integration Techniques Goals: Use advanced techniques to integrate more complex functions. Contents: 1. Trigonometric substitution 2. Partial fractions 3. Integration by parts (formal) 4. Numerical methods: trapezoidal rule Exercises: 20 problems per technique, with guided solutions and free practice. Module 5: Applications Goals: Apply integration to real-world problems. Contents: 1. Calculation of areas between curves 2. Volume of solids of revolution 3. Work and energy 4. Physical and economic problems Exercises: 10 practical problems with real-life context. Module 6: Evaluation and Final Challenges Goals: Measure learning and reinforce skills. Contents: 1. Final multiple-choice exam and development 2. Level-based challenges 3. Corrections in video or PDF Additional resources: Formula notebook Bank of integrals Explanatory videos Downloadable PDFs with theory and exercises

Calculus · Algebra

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Deb - Mesa, AZ61Fr

61FrPrivate Piano Lesson learning techniques for playing/Private Voice Lesson learn proper vocal tecniques

Piano lessons can range from beginner to more advanced. Each lesson usually contains appropriate methods and theory to advance in learning to play the piano. Lessons are catered to the student’s particular interests. Lessons can be lengths of 30, 45 or 60 minutes. Voice lessons can range from beginner to more advanced. Each lesson usually contains warmup exercises, vocal techniques and performance. Voice lessons are catered to the student’s particular interests. Lessons can be lengths of 30, 45 or 60 minutes.

Piano · Voice (music)

Kenneth - Scottsdale, AZ36Fr

36FrIntroduction to Philosophy: Ideas in the History of Western Thought

I specialize in helping students understand basic philosophical concepts in the areas of metaphysics, epistemology, ethics, and aesthetics. It's possible to grasp, for instance, what Plato said about the truth or what Kant said about ethical behavior without resorting either to over-simplification or jargon. I assign readings and ask the student to write short papers on various subjects.

Philosophy

zin - Phoenix, AZ25Fr

25FrFrench Tutoring

I spsecialize in tutoring diction, conversation, vocabulary and pronunciation grammaticaly Assign homework after every lesson.

Tutoring

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