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FC: What was your major in college?

The results so far are not what I expected.

Well then lets get a little more creative with this.

What do you believe my undergraduate degree to be???
And then do you believe I have a graduate degree, in what, from where????


Lots of speech pathologists here early in the thread. My wife is a PSU speech pathologist, and then Masters in Speech from pitt.......
 
ECLBS College of Liberal Arts.

When I went back to finish I asked my advisor to plug in what they would give me credit for and point me to the quickest (cheapest) way out.

Odd major as it was in LA, but very math/stat heavy - yet w/ no additional language requirement.

For someone in his 30's, relearning calculus and tackling Econ 400 level classes wasn't a lot of fun. I'll leave it at that.

My last final, everything I owned (other than my house in FL) was in my car w/ the blinkers on, illegally parked. I aced it, tore up the parking ticket, picked up my cats at Toftrees, and drove straight through back to FL.
 
Why? How else would one deal intelligibly with the institutional, repressive desublimation of artistic and philosophical alienation that seems so thoroughly to have absorbed ordinarily consciousness?
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Why? How else would one deal intelligibly with the institutional, repressive desublimation of artistic and philosophical alienation that seems so thoroughly to have absorbed ordinarily consciousness?
Aren't "Why?" and "How?" questions philosophers ask and try to answer?

Please forgive me if you thought I was making fun of your studies. I wasn't. Everyday, actually too many minutes of everyday, I ponder the verities of life. Truth and beauty and the rest of the burdensome questions that leave me beleaguered. I hate it but I can't stop. Help me, please.;):)

An English professor of mine once paraphrased Sophocles, saying, "Man's worst fate was to have been born." I don't know if Sophocles even said that, or something like that, but I haven't been the same since.:confused::)

I got an 'F' in a Philosophy class for cheating. I was caught looking into the soul of the student next to me. (Woody Allen)

How do we know what we know? How do we know what we know is true?:eek:
 
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Well then lets get a little more creative with this.

What do you believe my undergraduate degree to be???
And then do you believe I have a graduate degree, in what, from where????


Lots of speech pathologists here early in the thread. My wife is a PSU speech pathologist, and then Masters in Speech from pitt.......
IE from Penn State.
 
Chemical engineering at PSU
But ended up transferring out after my junior year (long story), then it was​

BS Chemistry at Pitt-Bradford
PhD Polymer Science and Engineering at Southern Miss
How many other boards have someone with a PhD in Polymer Science and Engineering?:confused:
 
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Mineral Economics
What is that
Associates Degree in Electronics
BS in Industrial Mangement

Both from a college that no longer exists, West Virginia Institute of Technology.

But I married a gal that has two doctorates! Not sure what she was thinking.
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:image/jpeg;base64,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
I suspect a lot of people on this board married up.
 
I can't blame you, but I'm being proactive.
I just ordered this on Amazon so I can understand him.
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Looks like an easy read. :rolleyes: I have an idea. You read it and then give me a one sentence summary. Understand, I'm ahead of the game because I know that polymers have something to do with plastic (They do, don't they?) So I already know almost everything.
 
Bio 82, and hated botany. PSU Bio really prepared me well for the future. Awesome education.
Well, I hated college Geography. I already knew all the state capitals and had made a plaster of Paris model of the topography of the US in the 4th grade, so I figured I'd ace the course. What the hell do spatial analyses and complexities of nature have to do with geography? Very annoying.:mad:
 
At Penn State or elsewhere. This was likely brought up here before, but we have three couples here for a small cookout. All are college grads. Of the 4 men, 2 are political science, including me. One is history. One is education. Of the 4 women, 2 are education. One is economics (my wife), and one is French.

Electrical Engineering (BS) at Penn State
MBA from University of Maryland.
 
Associates Degree in Electronics
BS in Industrial Mangement

Both from a college that no longer exists, West Virginia Institute of Technology.

But I married a gal that has two doctorates! Not sure what she was thinking.
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:image/jpeg;base64,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

I have a friend who got two separate undergrad degrees. We rag on him all the time about it. Lol
 
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