Question

what are (+infinity) and(-infinity)? are they integers?

Answer 1

they are not integers, but I think they are part of the extended real number set

Answer 2

Infinity is all numbers. e.g: 1/3, 1.2, square root of 3, 100, etc.

Answer 3

+infinity means "bigger than you can ever imagine", -infinity means "smaller than a smallest number." they are not integers, it is more like a limit.

Answer 4

what is fermat's last theorem?

Answer 5

Be careful what you wish for, @ParthKohli
Take
\[n=2\]\[a=3\]\[b=4\]\[c=5\]

I think you mean
\[\huge \color{red}{n>2}\]

Answer 6

And even if you had n > 2
What if b = 0 and
c = a
hahaha :P

Answer 7

Sometimes, I feel like you do this stuff on purpose....
Fermat's last theorem... no positive integers a,b, and c
would satisfy
\[\huge a^n + b^n = c^n\]
if n is an integer greater than 2.

Answer 8

positive integers, parthkohli

Answer 9

for n>2 what would be the method to write a ,b and c?

Answer 10

I'm not sure I follow, @rahulon

Answer 11

suppose there is a problem in which someone has to solve the eqn. x+y=z for x,y and z how that someone will solve it ?

Answer 12

Normally, I suppose... it's just that for
\[a^n + b^n = c^n\] There would be no integer solution for a,b, and c, for any positive integer n > 2

But there will be solutions.

Answer 13

for n=1 only

Answer 14

find x,y and z

Answer 15

i mean a,b and c

Answer 16

Well, it's just a linear equation then?

Answer 17

then is it easy to find out a,b and separately ?

Answer 18

I would think so.

Answer 19

would u like to give that formula to find out a,b and c separately

Answer 20

Formula when a + b = c?

Answer 21

a+b=c

Answer 22

jk i dont even know..