Socrates - Calculus - Homework/Study Tips - Teens

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Expert Profile: Socrates

Expertise: I can answer questions from the standard four semester Calculus sequence. I am not prepared for questions on Tensor Calculus. Everything else is welcome. Derivatives, partial derivatives, ordinary differential equations, single and multiple integrals, change of variable, vector integration (Green`s Theorem, Stokes, and Gauss) and applications.

Experience in the area
Ph.D. in Mathematics and many years teaching Calculus at state universities.

Education/Credentials
B.S. , M.S. , Ph.D.

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Average Ratings
Prestige Points: 3784
Knowledge	9.94 Best of the best
Clarity of Response	9.85 Best of the best
Timeliness	9.94 Best of the best
Politeness	9.94 Best of the best
Number Of Questions (in Past 24 Hours)		0
Max Questions to be Asked (in 24 Hour period)		2
Total Questions (since joining AllExperts)		256

Recent Reviews from Users

Knowl	Clarity	Time	Politeness	Date
10	10	10	10	02/23/08
9	9	10	10	10/24/07
10	10	10	10	06/23/07
10	10	10	10	05/16/07
10	9	10	10	01/15/07

User Comments

thank you very much you are awesome! I really value the help
(Roberto on 06/23/07)

Thank you vey much for answering the question.
(Star on 05/16/07)

thanks for your time!
(Andrea on 01/15/07)

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Recent Answers from Socrates

2008-04-21 integrals: The average value of the function is the integral divided by the length of the interval. We want (2)(1/4) S (1+5t)^3/2 dt = (1/2) S (1+5t)^3/2 dt Change variables, let x = 1 + 5t , dx/dt = 5 , dt...

2008-01-21 derivatives: You can't say anything about f,g and h at x = 2 Suppose a , b and c are any numbers and we let f(x) = -x + a + 2 g(x) = -2x^2 + (a-c+10)x + b+2c-2a-12 then f and g meet the conditions of the...

2007-10-23 rates: My first answer was nonsense, here is the right way: Distance to the origin is D(t)=(x^2 + y^2)^1/2 D'(t) = (1/2)(x^2 + y^2)^-1/2(2xx' + 2yy') x=7 , y=24 , x'=.2 , y'= -.3 substitute these values...

2007-10-22 Calculus help: Let r be the radius of the circle of water at the top , h the height or depth of the water and V the volume of water in the cone. Of course, r, h and V are functions of time. We have V = (1/3)(pi)r^2...

2007-10-21 related rates: Let r be the radius of the circle of water at the top , h the height or depth of the water and V the volume of water in the cone. Of course, r, h and V are functions of time. We have a constant, c , such...