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Dipam
- Rate RM210
- Response 1h
-
Students4
Number of students accompanied by Dipam since their arrival at Superprof
Number of students accompanied by Dipam since their arrival at Superprof
RM210/h
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- Mathématiques
- Algèbre
- Géométrie
- Algorithmique
Mathematics graduate from UC Berkeley teaches primary, secondary and high school. Number Sense and Numeration, Spatial Sense, Equations and formulas, Data, Basic two-dimensional geometry, Algebra 1 &
- Mathématiques
- Algèbre
- Géométrie
- Algorithmique
Lesson location
About Dipam
As a CS graduate from UC Berkeley with most of a Bioengineering degree as well, I approach teaching in a student-centered, interactive, and engaging manner.
I believe that every student is unique and has different learning needs, so I tailor my teaching method to meet their individual needs.
I use a variety of teaching methods and techniques to help my students understand the subject matter better. These techniques include:
Socratic questioning: I use a questioning approach to encourage students to think critically and understand the subject matter better.
Active learning: I believe that learning should be an active process, so I use interactive techniques like group discussions, case studies, and simulations to engage my students.
Visual learning: I use visual aids like diagrams, charts, and graphs to help students understand complex concepts better.
My typical lesson plan includes an introduction, a review of the previous lesson, the presentation of new material, practice exercises, and a summary of the lesson. I ensure that my lessons are well-organized, easy to follow, and provide opportunities for students to ask questions and receive feedback.
As a tutor, I bring several qualities that set me apart from others. These include:
Strong subject matter expertise: My background in computer science, biology, math, chemistry, English, and Japanese ensures that I have a deep understanding of the subject matter I teach.
Adaptability: I am adaptable and can modify my teaching approach to accommodate different learning styles and needs.
Patience: I am patient and understanding, which helps me to explain complex concepts to students who may be struggling to understand them.
Communication skills: I have excellent communication skills, which enable me to explain complex concepts in simple terms and engage students in discussions and debates.
My tutoring lessons are for anyone who needs extra help in computer science, biology, math, chemistry, English, and Japanese. My tutoring services are suitable for students of all ages, levels, and backgrounds. Whether it is a high school student struggling with AP CS or a college student preparing for a biology exam, I can provide individualized support to help students achieve their academic goals.
Overall, I am dedicated to your success and will work tirelessly to help you achieve your academic goals. I hope this provides you with a clear understanding of my expertise and teaching approach.
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About the lesson
- Primary
- Secondary
- SPM
- +5
levels :
Primary
Secondary
SPM
Form 6
STPM
Adult education
Masters
Doctorate
- English
All languages in which the lesson is available :
English
In 2014, I was inducted into the Microsoft BizSpark program as a result of research I performed at CMU with the Intelligent Workspace team and the Phipps Conservatory. This was my junior year of high school. Years later, I am still working in the tech industry, & have had experience with almost every facet of multiple industries. Students I tutor go on to take jobs at the best companies and do cutting edge research at Harvard, Stanford, UCSD, and more. I work with students of all ages from 1st grade to PhDs.
Primary school concepts that I cover:
Number Sense and Numeration:
LCM (Least Common Multiple) and GCD (Greatest Common Divisor) - the techniques to find the LCM and GCD of two or more numbers.
Fractions and Decimals - understanding and working with fractions and decimals, including conversion between them, addition, subtraction, multiplication, and division.
Place Value & Face Value - understanding the place value system and face value of digits in a number.
Addition and subtraction - basic arithmetic operations of addition and subtraction.
Multiplication and Division - basic arithmetic operations of multiplication and division.
Counting - counting techniques, including counting forward, backward, skip counting, and counting by multiples.
Counting Money - working with money, including adding and subtracting amounts and making change.
Algebra - basics of algebra, including equations and inequalities, simplifying expressions, and solving equations.
Representing and ordering numbers - representing numbers in different forms, such as standard form, expanded form, and word form, and ordering numbers from least to greatest or greatest to least.
Estimating and Approximating - techniques to estimate or approximate a value or quantity.
Problem Solving - using mathematical concepts and techniques to solve real-world problems.
Spatial Sense:
Measurement skills and concepts - understanding and working with different units of measurement, such as length, mass, volume, and time, and using measuring tools, such as rulers, scales, and clocks.
Equations and Formulas:
Equations - basic algebraic equations, including linear equations with one or two variables.
Formulas - common formulas used in mathematics and science, such as formulas for area, perimeter, volume, and surface area.
Data:
Data - understanding and working with data, including collecting, organizing, and analyzing data, and representing data using different graphs and charts.
Basic Two-Dimensional Geometry:
Polygons - understanding different types of polygons, including triangles, quadrilaterals, and regular polygons, and working with their properties.
Circles - understanding and working with circles, including their properties, circumference, and area.
Perimeter and area - calculating the perimeter and area of different shapes, including polygons and circles.
Proportions:
Proportions - understanding and working with ratios and proportions, including solving proportion problems.
Other Mathematical Concepts:
Cartesian coordinates - understanding and using the Cartesian coordinate system.
Analytic geometry - using algebraic techniques to solve geometric problems.
Negative numbers - understanding and working with negative numbers.
Exponents and radicals - understanding and working with exponents and radicals.
Compass-and-straightedge construction - using a compass and straightedge to construct geometric figures.
Congruence and similarity - understanding and working with congruent and similar figures.
Solid geometry - understanding and working with three-dimensional shapes, including prisms, pyramids, cylinders, cones, and spheres.
Rational numbers - understanding and working with rational numbers, including fractions and decimals.
Patterns - recognizing and describing patterns in numbers and shapes.
Relations and functions - understanding and working with relations and functions, including linear functions and inverse functions.
High School concepts I cover:
Algebra 1
Algebra 1 is the first course in high school math that students take. It focuses on the study of variables, equations, and functions. The main concepts covered in Algebra 1 include:
Real numbers, properties of real numbers, and the number line
Solving equations and inequalities
Graphing linear equations and inequalities
Systems of linear equations and inequalities
Exponents and polynomials
Factoring polynomials
Quadratic equations and functions
Algebra 2
Algebra 2 builds on the concepts learned in Algebra 1 and introduces new topics. The main concepts covered in Algebra 2 include:
Review of linear functions and equations
Quadratic functions and equations
Polynomial functions and equations
Rational functions and equations
Exponential and logarithmic functions and equations
Matrices and determinants
Conic sections
Precalculus
Precalculus is a course that prepares students for calculus. It covers advanced topics in algebra, trigonometry, and analytic geometry. The main concepts covered in Precalculus include:
Functions and their properties
Trigonometry and its applications
Exponential and logarithmic functions
Conic sections and their equations
Systems of equations and inequalities
Matrices and determinants
Sequences and series
Limits and continuity
AP Calculus
AP Calculus is a college-level course that covers differential and integral calculus. The main concepts covered in AP Calculus include:
Limits and continuity
Derivatives and their applications
Techniques of differentiation
Related rates and optimization
Integrals and their applications
Techniques of integration
Differential equations
Infinite series and Taylor series
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Recommendations
Recommendations come from relatives, friends and acquaintances of the teacher
1
I highly recommend Dipam's classes for anyone who wants to learn computer science from a real expert. He has an impressive background in both academia and industry, and has a wealth of knowledge and experience in various computer science topics. He is also very patient and supportive, and knows how to explain complex concepts in simple and clear terms. He helped me improve my grades and confidence in computer science, and I am grateful for his guidance and mentorship. He is not only a great tutor, but also a great role model for aspiring computer scientists.
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Rates
Rate
- RM210
Pack rates
- 5h: RM1052
- 10h: RM2104
online
- RM210/h
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