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Question

$10.00 essay

  • From English: General-English
  • Closed, but you can still post tutorials
  • Due on Dec. 04, 2011
  • Asked on Dec. 01, 2011 at 02:42:26AM
Asked by :
Aljori
Aljori
Rating :No Rating
Questions Asked: 16
Tutorials Posted: 0
 
 
Q:

i want someone to edit this essay and  add more information in each pargragh.

can work on it now

thaks

 
attachement
 

Available Tutorials to this Question
 
$12.00
essay edit
  • This tutorial hasn't been purchased yet.
  • Posted on Dec. 01, 2011 at 03:04:02AM
Posted by :
surya2601
surya2601
Rating (78):B
Questions Asked: 12
Tutorials Posted: 186,
Earned: $4,069.15
 
A:
Preview: ... done it ... rate me go ...

The full tutorial is about 22 words long plus attachments.

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Attachments:
essay.docx (18K) (Preview)
 
$10.00
Essay edited and more information also (words=854)
  • This tutorial was purchased 1 time and rated A+ by students like you.
  • Posted on Dec. 01, 2011 at 03:08:46AM
Posted by :
Ehtesham
Ehtesham
Rating (2):A+
Questions Asked: 7
Tutorials Posted: 25,
Earned: $69.26
 
A:
Preview: ... Here is y ...

The full tutorial is about 8 words long plus attachments.

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Attachments:
Math_1010.docx (20K) (Preview)
 
$10.00
Gauss
  • This tutorial hasn't been purchased yet.
  • Posted on Dec. 01, 2011 at 04:30:47AM
Posted by :
DrM
DrM Not confirmed
Rating (1):A+
Questions Asked: 0
Tutorials Posted: 3,
Earned: $0.82
 
A:
Preview: ... was so pleased with this discovery that he decided to pursue further studies in mathematics and not languages, in which he was also gifted.             In 1798 at the age of 21 Gauss wrote Disquistiones Arithmeticae . This work is regarded by many scholars to be Gauss’ magnum opus was instrumental in positioning number theory as a discipline and is considered influential to this day.  A perfectionist who disliked teaching and was not fond of sharing drafts of his work with anyone (preferring them to ‘appear’ as fully constructed, thought out theories) Gauss continued to be a prolific thinking and writer in the field of mathematics and later astronomy. At the University of Gottingen, Gauss submitted a proof that every algebraic equation has at least one root or solution.  This was a theorem that mathematicians had struggle ...

The full tutorial is about 665 words long plus attachments.

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Attachments:
Gauss.doc (32K) (Preview)