You are here:

Basic Math/Expert Profile

Pawan Musale

India
On Vacation
returns 12/26/2009
Expertise

I can answer Basic Mathematics questions like: Natural Numbers, Integers, Real Numbers, Complex Numbers, Number Theory, Geometry, Trigonometry, Graph Theory, Square Roots, Basic Integration, Profit-Loss problems, Work-Time problems, Equations etc I can try to answer questions of probability and set theory

Experience in the area

I am tutoring school children (10-15 years age group) since last 5 years.

Education/Credentials

I am Bachelor in Engineering (Instrumentation) from the reputed institute in India.

Awards and Honors

I was 18th in High School Scholarship examination in Maharashtra State of India. I was second in Mathematics in Maharashtra State in Secondary School Certificate examination.

Average Ratings

Recent Reviews from Users

Read More Comments

    K = Knowledgeability    C = Clarity of Response    T = Timeliness    P = Politeness
UserDateKCTPComments
Amanda09/30/0910101010Thanks for the help. I'm still pretty .....
deepika09/28/0910101010i never expected the answer so soon .....
theo09/27/0910101010thank you I think it is coming .....
Mariam09/23/0910101010This expert is very knowledgeable.
david09/15/0910101010This expert is really very good. He .....

Recent Answers from Pawan Musale

2009-09-30 beginning algebra:

Jennifer, Please find attached the answer. (Scan quality is not that good, sorry for that) I hope this helps you. Kindly let me know if you need additional information on this or if anything is not

2009-09-28 math:

Deepika, a+1/a = 3 ------------------ #1 Let us make cube on both sides (a+1/a)^3 = 3^3 ----------- #2 Now we will use following expansion formula: (a+b)^3 = a^3 + b^3 + 3a^2b + 3ab^2

2009-09-27 equation in standard form using only integers:

Brady, x/8 = -4y/5 Multiplying both sides by 40 will give, 40 * x/8 = 40 * (-4y/5) 5x = 8*(-4y) [On left side, 40 will get divided by 8 and on right side, 40 will get divided by 5] 5x

2009-09-26 Percentages:

Barry, Suppose 5 is 'x' percentage of 283. So write above statement in mathematical form as: 5 = (x/100) * 283 5*100 = x*283 500 = x*283 x = 500/283 x = 1.77 So 5 is 1.77 percentage of

2009-09-24 Algebra Equation:

Bryan, For 5 employees your equation is: (5-1)+(5-2)+(5-3)+(5-4)+(5-5)= 10 We will re-write this and will denote as S: S = 4 + 3 + 2 + 1 + 0 Now let number of employees = n S = total number

 

Ask A Question

All Answers

Answers by Expert:


Ask Experts

Volunteer


©2009 About.com, a part of The New York Times Company. All rights reserved.