Let P(a) be a polynomial in a, such that 7a6-2a5-3a4+6a3-4a2+6a-P(a)=3a5+6a4-5a3+2a2+3 Then 7a6-2a5-3a4+6a3-4a2+6a - (3a5+6a4-5a3+2a2+3) = P(a) So P(a)=7a6-5a5-9a4+11a3-6a2+6a-3

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I enjoy making mathematical concepts accessible to the students. Some students grasp the concepts quickly, while others learn at the slower pace. I try my best to work at the student's pace, illustrating the material with lots of examples. I've been tutoring and teaching mathematics at college level for over 25 years. I also worked with students in grades 7-12. Tutoring and teaching has been a fun and creative experience. It's also been rewarding to see students do well in their math courses.

I've been working as a math tutor for over 20 years. I received my BA in psychology in 1985 from Southern Connecticut State University and I received by MS in mathematics in 1998 from Eastern Kentucky University. Since 2001 I've been working as an adjunct professor of mathematics at Southern Connecticut State University, teaching intermediate algebra, college algebra, pre-calculus, calculus, math for liberal arts, business calculus, and statistics.

Alex is a wonderful math and statistics tutor. He is patient and thorough. I have learned a great deal from him. There are people who master certain subject matter but do not know how to convey it to others. Alex blends both of these skills which has enabled me to become much more proficient in these areas. He can teach any individual at any level. I would strongly recommend him to anyone.

Math:

ACT Math, Algebra 1, Algebra 2, Calculus,
Differential Equations,
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Russian
Elementary Education:

Elementary Math
Homeschool:

Algebra 1, Algebra 2, Calculus, Geometry, Prealgebra, Precalculus, SAT Math, Statistics
Test Preparation:

ACT Math, ASVAB, SAT Math
Corporate Training:

Russian, Statistics
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I have taught a class in differential equations at SCSU in Summer 1998 and I've tutored many students over the years in both numerical approximation of solutions as well as various analytic methods of solving first order and higher order ODES. This included solving linear, separable, homogeneous, exact, Bernoulli, Cauchy-Euler and Bernoulli ODES, as well as using undetermined coefficients, variation of parameters and reduction of order for solving higher order ODEs. I also covered series solutions, Laplace transforms and solving linear systems of differential equations.

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Let P(a) be a polynomial in a, such that 7a6-2a5-3a4+6a3-4a2+6a-P(a)=3a5+6a4-5a3+2a2+3 Then 7a6-2a5-3a4+6a3-4a2+6a - (3a5+6a4-5a3+2a2+3) = P(a) So P(a)=7a6-5a5-9a4+11a3-6a2+6a-3

Method of least squares (answer)

The regression equation is given by y = -2074 x1 - 1107 x2 + 1.95 x3 + 149623 This is the output using Microsoft Excel multiple regression analysis: SUMMARY OUTPUT Regression Statistics Multiple R 0.783344535 R Square 0.61362866...

**Great math and statistics tutor** —
Alex is a wonderful math and statistics tutor. He is patient and thorough. I have learned a great deal from him. There are people who master certain subject matter but do not know how to convey it to others. Alex blends both of these skills which has enabled me to become much more proficient in these areas. He can teach any individual at any level. I would strongly recommend him to anyone.
...

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Alexander will travel within 5 miles of New Haven, CT 06515.

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