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Private teachers in Ludres

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5 private teachers in Ludres

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5 private teachers in Ludres

Pharmacology
Trusted teacher: Hello! I'm Maria, a guitarist with over 15 years of teaching and performing experience. My passion for music has led me to develop a comprehensive and personalized approach for each student, combining traditional technique with creativity, experimentation and musical production. What Will You Learn in My Classes? 🎼 Music Theory: Understand the essential fundamentals to apply them in your daily practice. 🎶 Harmony: Discover how to build chords and progressions that enrich your compositions and improvisations. 🎸 Improvisation: Develop your ability to create music in the moment, exploring scales, modes and advanced techniques. 🎹 Composition: Create your own pieces, from simple melodies to more complex works. 🎯 Technique: Improve your fingering, speed and accuracy with exercises designed specifically for you. 🎵 Repertoire: Learn songs from different genres, from rock classics to jazz and blues. 🎚️ Music Production: Acquire knowledge in music production, learning to use software and tools to create and edit your own tracks. 🎙️ Personalized Recording: I record my students, accompanying them throughout the recording process so that they can listen and improve their performance, in addition to having professional material for their projects. 🎧 What Makes Me Different? ✅ Creative and Experimental Approach: In addition to technique and theory, we will work on recording your progress and exploring new sounds. We go beyond the classic to discover your personal style! ✅ Personalized Method: I adapt each class to your needs and objectives, ensuring that you progress in a motivating and constant way. ✅ Extensive Experience: I have worked with students of all ages and levels, accompanying them in their musical development and creative projects. ✅ Flexible Classes: I offer in-person classes in Madrid and online, adapting to your schedule and comfort. ✅ Support Material: I provide resources and teaching materials that will facilitate your learning and practice at home. ✅ Production and Recording Services: In addition to guitar lessons, I offer professional music production and recording services, helping you take your musical ideas to the next level.
Guitar · Music composition · Music theory
Trusted teacher: Chapter 1: Relationships The central question of this introductory chapter – which contains no calculus – is “What is a function?” The objective is to help students separate this concept from other relationships between varying quantities, and especially to separate the idea of function from such ideas as formula and equation. The concept of function is the basic building block of mathematics. A deep understanding of function will facilitate your future study of mathematics and computer science. Throughout this course, we will be working with multiple representations of functions. The authors of our text present functions verbally, numerically, and visually as well as algebraically. Chapter 2: Models of Growth: Rates of Change In this chapter, we will investigate some basic reasons for studying calculus. In particular we will investigate problem situations which can be modeled using differential equations. Topics introduced in this chapter include difference quotients, derivatives, slope fields, initial value problems whose solutions are functions and families of functions. The primary example of this chapter is natural population growth, the simplest ODE (ordinary differential equation) to solve. This example provides an immediate reason for moving beyond polynomials to other families of functions (e.g., to exponential and logarithmic functions). We will conclude this chapter by using tools of calculus to analyze the spread of the AIDS virus. Chapter 3: Initial Value Problems This short chapter builds on Chapter 2, introducing Newton’s Law of Cooling (exponential decay) to solve a murder mystery, then studying falling objects without air resistance (polynomial solutions). Chapter 4: Differential Calculus and Its Uses This chapter is the heart of first-semester calculus, consolidating what has been learned about derivatives to take up problems involving optimization, concavity, Newton’s Method (as an exercise in local linearity), and the basic formulas for differentiation. The product rule is introduced to study the growth rate of energy consumption, the chain rule to study reflection and refraction, and implicit differentiation to calculate derivatives of logarithmic functions and general powers. The process of zooming in on a graph is related to differentials and Leibniz notation. The chapter concludes with an interesting application of calculus to a problem in air-traffic control. Chapter 5: Modeling with Differential Equations This chapter builds on the problems introduced in Chapter 3, introducing air resistance to problems of falling bodies (e.g., raindrops and skydivers). The authors introduce problems of periodic motion, which are modeled using trigonometric functions and their derivatives.
Math
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