# Application - mathematics

## Re: Application - mathematics

*lol* That's how I found the problem and it was actually explained almost identically to the solution you posted. I admittedly am horrible at calc and was lucky to have gotten through it alive. Not my strongest subject by a long shot and it never really clicked. Algebra, trig, etc...not a problem. Calc = my arch nemesis *lol*math wrote:Nah - I don't think anyone under the radar of Google would prove the answer this rigorously.

**teskosuicide**- Posts : 691

Join date : 2009-06-09

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Resource 1: Rubber

## Re: Application - mathematics

Nah - I don't think anyone under the radar of Google would prove the answer this rigorously.

**math**- Posts : 3

Join date : 2010-10-27

## Re: Application - mathematics

That is the correct answer...

Now my next question is did you google it? *lol*

Now my next question is did you google it? *lol*

**teskosuicide**- Posts : 691

Join date : 2009-06-09

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Resource 1: Rubber

## Re: Application - mathematics

First, the anti-derivative g(x) exists since (1) f(x) = 4x + 3 is well defined since there's a bijection between its domain and co-domain and (2) f(x) is continuous in the set of all real numbers since every real number in domain the limit exists since f(x) is a polynomial and the limit is equal to the corresponding real number in co-domain.

Next, we see that g(x) = 2x^2 + 3x + C by elementary integral calculus, for some constant C. Since g(6) = 6, solving for C, we find that C = -84. Then we see that g(3) is -57

Next, we see that g(x) = 2x^2 + 3x + C by elementary integral calculus, for some constant C. Since g(6) = 6, solving for C, we find that C = -84. Then we see that g(3) is -57

**math**- Posts : 3

Join date : 2010-10-27

## Re: Application - mathematics

OK...what's the answer to this?

Given f (x) = 4x + 3 and g (x) be the anti derivative of f (x). Then the value of g (6) is 6 and finds the value of g (3).

Given f (x) = 4x + 3 and g (x) be the anti derivative of f (x). Then the value of g (6) is 6 and finds the value of g (3).

**teskosuicide**- Posts : 691

Join date : 2009-06-09

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Resource 1: Rubber

## Application - mathematics

Mayor Name: Jack Ma

City Name: mathematics

Resources: cement, alum

What country(s) have you belonged to (List All): TSS, Mensa, Atlantis, US

Why are you leaving: New phrase in RL, new phrase in CE

Have you or your country recently been involved in a war: No - I have not participated in any war recently.

If so, with who:

Who recommended you: No one

Why are you interested in joining Banana Republic? I want change in a more active environment and want growth in a more stable country.

What can you bring to Banana Republic to enrich the bunch? Skills, qualities, talents, etc: I can do math.

Do you agree to follow the rules of Banana Republic: Yes.

City Name: mathematics

Resources: cement, alum

What country(s) have you belonged to (List All): TSS, Mensa, Atlantis, US

Why are you leaving: New phrase in RL, new phrase in CE

Have you or your country recently been involved in a war: No - I have not participated in any war recently.

If so, with who:

Who recommended you: No one

Why are you interested in joining Banana Republic? I want change in a more active environment and want growth in a more stable country.

What can you bring to Banana Republic to enrich the bunch? Skills, qualities, talents, etc: I can do math.

Do you agree to follow the rules of Banana Republic: Yes.

**math**- Posts : 3

Join date : 2010-10-27

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