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...About six years later, I took Calculus III and Linear Differential Equations at Irvine Valley College and received an A in both courses. I'm currently working through Stewart's Calculus at my own pace in an attempt to truly internalize the material. I worked at a web-development company for two years with a team of five programmers on a site that runs on more than fifty servers.

...I received an "A" grade in Cultural Geography and Geography of California at Cal Poly Pomona. I also participated in Geography Bee competitions in grade school. I lived in Italy from November 2005 to December 2007.

I have taken Calculus since my senior year of high school. I am currently enrolled in differential equations, and passed Calculus 1, 2, and 3 with grades of B or better. I also have taken 3 physics classes at the college sophomore level that are **calculus** based.

...Using Pythagorean Theorem (c^2=a^2+b^2) find length of c, which is in this case equal to c=sqrt(8^2+6^2)=sqrt(64+36)=sqrt(100)=10. This means that radius of the circle is r=c/2=10/2=5. So, area of the circle is: A=r^2*pi=5^2*pi=25*pi.

...I will tell you how to identify arguments and judge their strengths. I will tell you how to edit and edit some more. Hopefully, it'll become something to be cultivated rather than dreaded.

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