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Hi all,
I have searched the forum and have been having a hard time finding something in regard to what "e" represents. I followed a link from here to the Mathisfun.com site (http://www.mathsisfun.com/numbers/e-eulers-number.html), and I feel that I understand how to obtain e as a number. A very good explanation. One shortcoming on my part, is I still do not understand what exactly its purpose is.
I have read that it is a constant, and at P(0,1) on an XY graph, the slope is equal to y at that point exactly. All functions of x that are negative result in an extremely low Y coordinate, until reaching positive values of x, where a change in Y dramatically increases positive. I am just not understanding what (1,e) represents on that same graph.
I am studying calculus materials in my spare time, and have read of this important number, and want to understand it better. Any help would be very much appreciated!
Hello, wasabi, Welcome !
Chocó, welcome back, hey ! (<<commutative property ! ) ![]()
Thank you Jane, Mathsyperson, and Daniel for your responses. That one was just bugging me. I got that wrong on a test a couple semesters ago, and as I looked over notes, I wanted to know the answer to that one, and how to find it. I didn't ask this of the instructor at that time, so thanks once again everyone !
Yes, Mathysperson, you are correct ! My mistake, and thank you for pointing that out. So now I have:
If
then
And if
then
Is my solution set for x :
and
?Then, is it:
then plug it into the quadratic formula?
Thank you JaneFairfax, but I am still having trouble. I do understand how you got to this point. I am usually not having problems of this magnitude with my fundamental skills, but I still can't seem to pick it up from here, either. Please continue to be patient with me... ![]()
Am I on the right track ?
Well I am just plain stuck on this equation, I need to find x and I just can't do it. So I am turning to all of you instead.
What is the solution for x ?
Thanks in advance !
Yeah, not that scary at all, actually. I am a babe in the woods compared to all of you regarding math, but thanks for the welcomes regardless.
Hi,
I would have my name for username, but it was taken. My loving wife calls me Chewy, and so do many of my friends. Long story, maybe I will share it some day ...
Anyway, I LOVE math ! I am currently in college, and had a great time in College Algebra. I am looking forward to my classes this fall, and I like learning about math whenever possible. I must admit, when I first started coming to this forum before registering, I felt a bit intimidated. You all seem so extrememely bright ! My fascination has led me back here over and over.
But I decided to join when Jane helped out a person with a question, and she was very kind and helpful, and I felt that I should join, because I really do feel that math is fun, and I want to learn.
I look forward to reading more. Have a great day all !
Chewy (real name Eric, by the way). "Chewy" works fine though. ![]()