The other day i was seeing some presentation . During the presentation i came across a mathematical puzzle . The puzzle asked about what is the value of
value = e ^ (i * Pi) ??
now this would have been really really easy if i was in 12 th grade . But Since its a been long time since 12 th grade and few yrs since by B.S degree . It took some thinking ..
So the solution is :
well if you remember complex numbers then then you can say
e ^ (i * x ) = cos (x) + i sin(x)
so e ^ ( i * Pi ) = cos (Pi) + i sin (Pi)
since cos (pi) = -1
sin (pi ) = 0
e ^ (i * pi) = -1
Duh .. so much for my memory :( ..
Subscribe to:
Post Comments (Atom)
Labels
. linux
(1)
algorithm
(15)
analytics
(1)
bash
(2)
bigoh
(1)
bruteforce
(1)
c#
(1)
c++
(40)
collections
(1)
commands
(2)
const
(1)
cosine similarity
(1)
creating projects
(1)
daemon
(1)
device_drivers
(1)
eclipse
(6)
eclipse-plugin-development
(9)
equals
(1)
formatting
(1)
freebsd
(1)
game programming
(1)
hashcode
(1)
heap
(1)
heaps
(1)
immutable-objects
(1)
java
(19)
JDT
(1)
kernel
(1)
linux
(4)
little sugar
(23)
logging
(1)
machine learning
(1)
marker-resolution
(1)
markers
(1)
mergesort
(1)
mixins
(1)
numbers
(1)
opengl
(2)
patterns
(2)
priority-queue
(1)
programming
(51)
ps
(1)
ranking
(1)
refactoring
(3)
references
(1)
security
(1)
set
(1)
shell
(1)
similarity
(1)
statistics
(1)
stl
(1)
tetris
(1)
threads
(1)
trees
(2)
unicode
(1)
unix
(2)
views
(2)
windows programming
(2)
XNA
(1)
No comments:
Post a Comment