Welcome to online math help,
There are a lot of interesting
properties of "e", as there are with Pi. Some of them are pretty
advanced, and some of them are easy to write down but hard to prove.
"e" is a number, just like Pi, and it has the value
2.718281828459045235306.... So e is not the same as Pi, which is about
3.14159265358979323846.... But while lots of people know Pi, not so
many know about e.
Now, what exactly is so special about e? Does it have a geometric
meaning like Pi (which is the ratio of the circumference of a circle
to its diameter)?
Why does e=2.71828... instead of, say, 17.391526381? Or -592?
Or Pi/2 (which it isn't)? Perhaps you've been told that the
decimal digits of Pi never end, math forum ; and they never repeat like
22/7 = 3.142857142857142857.... Well, e is just like Pi in this
respect; if you keep going, it never stops, and it never repeats.
Learn more on online math forum.
There are a lot of interesting
properties of "e", as there are with Pi. Some of them are pretty
advanced, and some of them are easy to write down but hard to prove.
"e" is a number, just like Pi, and it has the value
2.718281828459045235306.... So e is not the same as Pi, which is about
3.14159265358979323846.... But while lots of people know Pi, not so
many know about e.
Now, what exactly is so special about e? Does it have a geometric
meaning like Pi (which is the ratio of the circumference of a circle
to its diameter)?
Why does e=2.71828... instead of, say, 17.391526381? Or -592?
Or Pi/2 (which it isn't)? Perhaps you've been told that the
decimal digits of Pi never end, math forum ; and they never repeat like
22/7 = 3.142857142857142857.... Well, e is just like Pi in this
respect; if you keep going, it never stops, and it never repeats.
Learn more on online math forum.
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