I believe that every child is capable of learning and that every child has their own style of learning. As a teacher, I believe in differentiated instruction that allows all students an equal opportunity to learn. I believe in teaching through student exploration. Once a child is able to discover a concept on their own, they are able to better understand and remember it. My approach to teaching is to expose students to practical problems. Once these problems are understood, I introduce a mathematical concept that should allow them to discover a solution to the problem. Throughout this approach, I’m always encouraging and patient. I always stress the importance of making an attempt at solving a problem, as in my favorite quote, “Without struggle, there is no progress.”
During completion of my undergraduate degree in math, I always strived to achieve excellence in education and to pass on my love for learning. Throughout my college career, I’ve tutored at the undergraduate, the middle and the high school levels. Such exposure allowed me to determine the concepts students have the most difficulty in understanding, and I’m able to prepare accordingly. Upon completion of my degree, I accepted an analyst position with an HR Consulting firm. During these four years, I gained vital experience that allows me to transfer mathematical concepts into real world examples. Such experience has proven to be critical in helping students visualize practical examples of what they learn. I have since left the Consulting firm and entered into teaching. I’m finally doing what I enjoy the most, teaching and passing on a love for learning.
|Degree||Computer Science||Rensselaer Polytechnic Institute||MS||2002|
|Certification||Information Technology||Devry University||Post Baccalaureate Diploma||2001|
I vary my teaching style depending on the student's particular disposition. I normally allow them to dictate the pace at which I tutor without digressing from our objective. Nonetheless, my goal is to be positive impact on the student. I love to help students get to a level they did not expect they could achieve, and in the same token, I am appreciative when I am humbled by challenging problems for which I have no solution. However, when faced with such a situation, I guide the student in an appropriate direction, and let them know that I will use my own resources to discover a solution and then get back to them. Without question, my style is synonymous to what computer users refer to good programs as, "user-friendly." I am patient with my tutees and steady in my demeanor so that I can gain and hold their confidence.
I have been tutoring since my sophomore year at Rutgers University. I hold the College Reading and Learning Association Level II (CRLA) certification. I tutored Mathematics (Pre-Calculus, Calculus), Chemistry, and Physics to undergraduate students at the university. I have since tutored students in these disciplines at various levels, such as middle school and high school. I have also tutored adults in the area of Information Technology, subjects such as Introduction to Programming, Web Design, and Database Design, while studying for my IT Certification. I have since attained an MS degree in Computer Science at Rensselaer Polytechnic Institute and have been working in the IT industry for the past 4 years. I continue to enjoy tutoring and teaching others; be it students, co-workers, or family members. I feel a tremendous sense of satisfaction when I see others succeed and know that I have played a part in their growth.
|Degree||Mathematics||Southern Illinois University||MS||1999|
My teaching style has been, for the most part, dictated by student response. I am comfortable teaching in a traditional lecture format, in a format that uses a cooperative learning approach exclusively, or in a hybrid format. The goal is for effective learning to take place, and I believe my strongest quality is to be able to adapt in such a way that best helps students reach their academic goals.
For eight years, I taught freshman and sophomore-level mathematics courses at Arizona State University. These courses included College Algebra, Pre-Calculus, Calculus, Finite Mathematics, and Elementary Mathematics Theory. Additionally, I have tutored students in these courses both in the Mathematics Department Tutor Center, and on my own personal time.
|Degree||Simulation Programming||Devry University||BA||2008|
|Other||Computer Systems Engineering||Arizona State University||Junior||2001|
The desire to learn is one of the most important things anyone can learn. Whether it be a child seeing science for their first time, or an college adult ready to tackle the real world. I believe everyone is capable of discovering their true abilities sometimes they just need a bit of a nudge to help them find it. I like to use tutoring to help them determine how they learn. While I may employ a method of how to solve a problem, everyone learns differently. Some people are more audio learners while others require visual aides. My hope is to help them discover how they learn so they can maximize their own potential.
I am simulation programmer with a passion for mathematics and physics. My desire educate myself further has driven me to explore the cutting edge of simulation technology through the physics of game design. My immense expertise in higher level math has given me a deeper appreciation for continued education. As a tutor I have helped others to share this appreciation since I was 16. In the past I have tutored a variety of subjects which include Calculus, Discrete Mathematics, Differential Equations, Linear Algebra, Mechanical Physics, Electromagnetics. Additionally I have assisted students with programming courses related to C++, C# and Java, Algorithms and Data Structures, and Artificial Intelligence.
|Degree||Statistics and Applied mathematics||University of Southern California||Master||2008|
I love to work with youth. I'd like to help kids to understand the course material better and achieve their academic success. I’m patient and easy going and considerate
I have been a teaching assistant for 6 years to college student. I have taught 12 courses such as linear algebra, pre-calculus, calculus and statistics. I am an experienced tutor.
|Degree||Computer Science||University of North Florida||MS||2000|
|Degree||Physics||University of Central University||MS||1981|
|Degree||Math, Physics, and Chemistry||St. Francis College||BS||1979|
I love to teach children mathematics. Many students are afraid of mathematics since they were not given the right approach towards the subject. The key is to be strong in the fundamentals and add a little bit of practice.
I am a double graduate in science subjects. I myself am a student and I always like to learn. I am always in a teaching environment. Recently I was involved in research in physics. This is helping me to develop a more scientific approach. I have been tutoring for 4 years.
|Degree||Electrical Engineering||Univeristy of Michigan||P.h.D||1990|
|Degree||Electrical Engineering and Mathematics||University of Pittsburgh||M.S.||1982|
|Degree||Computer Science and Mathematics||Univerisity of Pittsburgh||B.S.||1980|
I teach by example and I am methodical. I show a student how to solve a problem by going very slowly and by following a sequence of steps. I make sure that the student follows understands each step before moving on to the next one. I then ask the student to solve almost the exact same problem (with a slight change in numbers for example)so that the student learns the method and how to solve the problem by herself/himself. I am very patient but expect the student to be willing to learn. I tell students that learning a subject matter is more important than getting an A in a class - this is because 1. if you learn, chances are you won't forget (at least for a long while) and 2. you will get a good grade as a result.
I have been employed by the IBM corporation for the last 27 years. I held numerous positions in hardware development, software development, telecommunication network development, project management, solution architecture, performance analysis, and others. As much as I enjoy my job, I have passion in Mathematics. I develop new ideas related to my work and expand them into U.S. patents and external technical papers. I informally tutor family and friends attending high school or college. I was a Mathematics teaching assistant at the Univ. of Pittsburgh for 2 years and at the Univ. of Michigan at Ann Arbor for 3 years. I love teaching and sharing my knowledge with others. I have published numerous technical papers and hold numerous U.S. patents as well.
|Degree||Business with Applied Computer Sci||Northcentral University||Doctorate||2009|
|Degree||Computer Science||Webster University||Masters||2004|
|Degree||Business Administration||Univ of Central Florida||BS||1992|
Much of my job includes mentoring new employees. Although I enjoy working with adults, I find it much more interesting to work with younger people.
I would like the opportunity to tutor another student who is struggling with math. I have found that most students I have helped just needed some individual attention, and a safe place to ask questions that they would not ask in the classroom setting.
I have worked in the Computer Science field since 1985 when I first started working for the US Space Program. During that time, I earned my BS and MS degrees, and am currently working on the Doctorate in Business with Applied Computer Science. During the last four years, I have tutored a student in mathematics, ranging from basic Algebra to College Calculus. During that time, the student received all A's. Since this student is moving on to a University out of the area, I will no longer be working with him; therefore I am looking forward to helping other students.
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Calculus I - You can expect to learn about: limits, continuity, derivatives of algebraic and transcendental functions, including applications, basic properties of integration as well as techniques of integration and applications.
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Calculus for Science and Engineering I - You can expect to learn about: Functions, analytic geometry of lines and polynomials, limits, derivatives of algebraic and trigonometric functions; definite integral, anti-derivatives, fundamental theorem of calculus, and change of variables.
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