Pi(π),TimeandNikolaTesla369
Pi(π)IsTime.LetsDoTimeTravel
BY
DeepakSingh
ISBN9789354582479©DeepakSingh2021PublishedinIndia2021byPencilAbrandofOnePointSixTechnologiesPvt.Ltd.123,BuildingJ2,ShramSevaPremises,WadalaTruckTerminal,Wadala(E)Mumbai400037,Maharashtra,INDIAEconnect@thepencilapp.comWwww.thepencilapp.comAllrightsreservedworldwideNopartofthispublicationmaybereproduced,storedinorintroducedintoaretrievalsystem,ortransmitted,inanyform,orbyanymeans(electronic,mechanical,photocopying,recordingorotherwise),withoutthepriorwrittenpermissionofthePublisher.Anypersonwhocommitsanunauthorizedactinrelationtothispublicationcanbeliabletocriminalprosecutionandcivilclaimsfordamages.
DISCLAIMER:TheopinionsexpressedinthisbookarethoseoftheauthorsanddonotpurporttoreflecttheviewsofthePublisher.
Authorbiography
DeepakSinghisanengineerandaresearchanalystwholivesinIndia.I'malsohappytocallmyselfanIndian.DeepakSinghisthankfulandgratefultoAllcosmicenregies,gods,parents,friendsandnature. Inmy sparetime,Deepakwritesandexploresspace,time,history,andthefuture.Hethinksthatinformationandeducationcantransformtheworld,andheuseshiswriting,education,andsharingofideastoinspireandempoweryoungpeople.Youcanfindhimontheinternetat:
https://www.linkedin.com/in/deepak-singh-32a284115/.
TableofContents
Contents
WhatisthevalueofArchimedes'constantPi(π)
TheLifeofPiisafictionalisedaccountofthelifeofPi
Archimedes,WhoWasHe
369CodeKeyByNikolaTesla
NikolaTeslaWhoWasHe
WhatistherelationshipbetweenPi(π),NikolaTesla'sSecretCode369,andTime
Whatistheconceptoftime
WhatexactlyisaYuga
WhatisChiandwhydoweneedit
Trimurti,whoarethey
WhoWeretheAncientAstronautsCalledtheAnunnaki
Facts
Introduction
For
practical
computations,
ancient
civilizations
such
as
the
Egyptians
and
Babylonians
need
reasonably
accurate
approximations
of.
Archimedes,
a
Greek
mathematician,
devised
an
algorithm
to
approximate
with
arbitrary
precision
in
250
BC.
Chinese
mathematics
estimated
to
seven
digits
in
the
5th
century
AD,
whereas
Indian
mathematics
approximated
to
five
digits,
both
employing
geometrical
techniques.
A
millennium
later,
when
the
Madhava–Leibniz
series
was
discovered
in
Indian
mathematics
in
the
14th
century,
the
first
exact
formula
for
was
derived,
based
on
infinite
series.
It's
as
simple
as
counting
to
one,
two,
3.14159265..
If
we
keep
this
up,
we'll
be
here
for
a
while.
Here's
the
deal:
Pi
(π)
is
the
Greek
alphabet's
16th
letter,
and
it's
used
to
symbolise
the
most
well-known
mathematical
constant.
Pi
is
defined
as
the
ratio
of
a
circle's
circumference
to
its
diameter.
To
put
it
another
way,
pi
equals
circumference
divided
by
diameter
(=
c/d).
The
circumference
of
a
circle,
on
the
other
hand,
is
equal
to
pi
times
the
diameter
(c
d).
Pi
will
always
work
out
to
be
the
same
number,
no
matter
how
big
or
tiny
a
circle
is.
That
figure
is
roughly
3.14,
although
the
situation
is
a
little
more
convoluted
than
that.
The
perimeters
of
circumscribed
and
inscribed
polygons
can
be
used
to
calculate
Pi(π).
It
is
simple
to
decode
Nikola
Tesla's
369
code,
which
is
a
mathematical
fingerprint
of
God.
The
369
Code
is
a
technique
based
on
the
law
of
attraction.
You
may
make
your
wishes
come
true
using
this
approach,
and
you
can
attract
anything
you
desire
in
your
life.
To
learn
about
this
approach,
we
must
travel
back
to
the
nineteenth
century.
Nikola
Tesla,
a
great
scientist,
proposed
this
notion.
However,
this
technology
is
not
as
well-known
as
Tesla's
other
inventions
since
humans
only
believe
in
things
that
are
visible
and
can
be
applied
to
our
daily
lives.
Well,
we
may
not
be
able
to
know
everything
there
is
to
know
about
the
Universe,
but
we
can
use
its
secrets
to
help
us
achieve
our
goals.
We
must
have
faith,
and
only
then
will
we
be
able
to
see
beyond
our
limitations.
And
once
you've
crossed
the
finish
line,
we
can
achieve
any
goal
we
set
for
ourselves
and
alter
our
lives
by
having
faith.
WhatisthevalueofArchimedes'constantPi(π)
Piisanirrationalnumber,meaningitisarealnumberthatcannotbestatedasafraction.That'sbecausepiisa"infinitedecimal,"meaningthedigitsgoonforeverandeverafterthedecimalpoint.
Pi istaughttochildrenasavalueof3.14or3.14159whentheyfirstbeginlearningmath.Despitethefactthatpiisanirrationalnumber,somepeopleestimateitusingreasonableformulations,suchas22/7of333/106.(Theprecisionoftheserationalexpressionsisonlyafewdecimalplaces.)Despitethefactthatthereisnoexactvalueforpi,manymathematiciansandmathloversareinterestedincomputingpitothegreatestnumberofdigitspossible.RajveerMeenaofIndiaholdstheGuinnessWorldRecordformemorizingpitothegreatestnumberofdecimalplaces(whileblindfolded)in2015.Meanwhile,somecomputerscientistshavecalculatedpi'svaluetoover22trilliondigits.OnPiDay,apseudo-holidaythathappenseveryyearonMarch14(3/14),calculationslikethisarefrequentlyrevealed.
Archimedes, aGreekmathematician,devisedatechniquetodeterminethevalueofpito16decimalplaces.Sincethen,pihasbeendubbedArchimedes'constant.Hedrewtwopolygons,oneinsidethecircleandtheotheroutsidethecircle,tocalculatethevalueofpi.Herepeatedtheprocessanddiscoveredthatthepolygon'ssidesweregrowingclosertotheformofthecircle.
When hemade96-sidedpolygons,hedemonstratedthat:
The determinationofpiinancienttimeswasbasedonmeasurement.TheEgyptians,forexample,determinedthevalueofpi(16/9)2,whichisapproximately3.16.Similarly,whilemarkingthepositionofthebuildingandlimits,theBabylonropestretchersdeterminedthevalueofpi25/83.125.
Becausethevalueofpidoesnotterminateorrepeat,itisanirrationalnumber.Asaresult,weareunabletocalculatetheexactvalueofpi.Pi'sdecimalequivalentisabout3.14.Picanalsobeexpressedinfractionalform,whichis22/7.
TheLifeofPiisafictionalisedaccountofthelifeofPi
PihasbeendiscoveredbyancientBabyloniansandhasbeenknownforapproximately4,000years.Piwasfoundtobe3.125onatabletdatedbetween1900and1680B.C.TheRhindPapyrusfrom1650B.C.showsthattheancientEgyptiansweremakingcomparablefindings.TheEgyptiansusedamethodinthisbooktocomputetheareaofacircle,givingpianapproximatevalueof3.1605.Piappearstohavebeenapproximatedinabiblicaltextaswell:
And hefashionedamoltensea,tencubitsfromonebrimtotheother;itwasroundallaround,andhisheightwasfivecubits;anditwascompassedbyalineofthirtycubits.7:23(IKings)(KingJamesVersion)
Archimedes ofSyracusewasthefirstpersontocalculatepi(287-212B.C.).Archimedes,oneoftheworld'sgreatestmathematicians,utilisedthePythagoreanTheoremtocalculatetheareasoftwopolygons.Archimedescalculatedtheareaofacircleusingtheareaofaregularpolygonencircledbythecircleandtheareaofaregularpolygoncircumscribedbythecircle.TheupperandlowerboundsforthesizeofacircleweredeterminedbyArchimedes'mappingofthepolygons,andheestimatedthatpiisbetween31/7and310/71.
The BritishmathematicianWilliamJonesfirstusedthepisign(π)torepresentPiin1706.Piwascalculatedusingtheformula3.14159byJones.
Pi isusedinfundamentalmathematicstocalculatetheareaandcircumferenceofacircle.Areaiscalculatedbymultiplyingtheradiussquaredbypi.So,ifyou'relookingfortheareaofacirclewitharadiusof3centimetres,3228.27cmistheanswer.Piisallaroundusandiscontinuallyusedsincecirclesexistnaturallyinnatureandarefrequentlyemployedinothermathematicalformulae.
Archimedes,WhoWasHe
Intheyear287BC,ArchimedeswasborninthecityofSyracuseontheislandofSicily.HewasthesonofPhidias,anastronomer,andmathematician.Apartthanthat,littleisknownaboutArchimedes'childhoodorhisfamily.SomeclaimthathewasamemberoftheSyracusenobilityandthathislineagewasrelatedtothatofHieroII,KingofSyracuse.
Syracuse wasathrivingcenterofcommerce,art,andscienceinthethirdcenturyBC.Archimedesacquiredhisinherentcuriosityandaptitudeforproblem-solvingasachildinSyracuse.Whenhehadgainedasmuchashecouldfromhisprofessors,ArchimedestraveledtoEgyptinordertostudyinAlexandria.Alexandria,foundedbyAlexandertheOutstandingin331BC,hadestablishedareputationforgreatwisdomandscholarshipbyArchimedes'time.
Prior toArchimedes'arrivalinAlexandria,Euclidwasoneofthemostwell-knownscholarsinthecity.EuclidwasafamousmathematicianwhoismostknownforcompilingalloftheexistingGreekgeometricaltreatisesintoalogicalandsystematicsequenceinhisbook"TheElements."Fornearly2,000years,thiscollectionwasessentialtothestudy
