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You would use something called u substitution for example if you are integrating a problem like 4x(2x^(2)) dx your u would equal 2x^(2) then you would take the derivative of your u, which would make it 4x By doing this the 4x disappears in the problem and you can integrate you would keep the 2x^(2) in u form and integrate the u as if it was an x which would give you (u)^(2)/2 then just plug back the 2x^(2) into u.
No, I think you need to take the GRE, which does NOT say anything about math quizzes. It probably also applies to graduate studies in English, Creative Writing, or anything that does NOT require mathematical stuff. +++ A grasp of financial arithmetic is valuable for some sections of law, but otherwise an ability to understand maths may point to an ability to analyse a problem logically. Law works on logical deduction and precise language.
if the problem you are asking is : ∫1-e3tdt then this is how it is done: u-substitution set u=3t then du/dt=3 and du=3dt and 1/3du=dt then, you end up with: 1/3∫1-eudu after you substittute back in, and then you integrate, so you get 1/3(t-e3t/3)+C and your final answer is {1/3(t)-1/9(e3t)}+C
A manager who has the ability to problem solve is an asset to the organization. Even if the solution must be reviewed, it is most expedient upon presentation of a problem, to also propose a solution which can be immediately rejected or accepted.
Answer: He had an incredibly ability for abstract thought and could see solutions to problem where most of us can't even see a problem. And he had Asperger's Syndrome. Visit http://all-about-aspies.webs.com/ and http://allaboutaspiessymptoms.webs.com/Einstein had a massive ability for abstract thought. This may partially be due to him being dyslexic many people with dyslexia tend to excel in creative things like art and problem solving.