inflammation, data$muscle, data$glands, data$lumen. 
However it only outputs data$inflammation

A:

data$i is the problem. Use data[[i]] instead. data$i searches for the element of the list which is called "i", since there is no such element it autocompletes data$i to data$inflammation.

 Q:

The real meaning of time dilation

Is this true or false: If A and B have clocks and are traveling at relative velocity to each other, then to B it APPEARS that A's clock moving slower, but A sees his own clock moving at normal speed. 
Similarly, to A it APPEARS that B's clock is moving slower, but B sees his own clock moving at normal speed.
If the above is true, then both A seeing his own clock moving at normal speed and B seeing his own clock moving at normal speed means that in reality both clocks are moving at normal speed, and neither has slowed down, whereas the other person's clock APPEARING to move slowly is merely an illusion. 
Now is this true or false: If A and B have clocks and are traveling at relative velocity to each other, then A sees his own clock move slowly (compared to the speed of the clock when A was at rest with respect to B) and B sees his own clock move slowly, so that in reality both clocks are moving slowly, but they still remain synchronized (since both are slow by the same amount)
If the above statement is not true, then why do muons decay slowly when moving fast? [it could only be possible if the muon saw its own clock as moving slowly. If we saw the muon's clock moving slowly, but the muon saw its own clock moving at the normal rate, then the muon would decay at the normal rate, and not slowly]
Can anyone please explain where I went wrong?

A:

Take the two events when the muon is created, and when it decays. We'll choose the origins of the muon rest frame and the lab rest frame so their origins coincide at the point and time the muon is created i.e. the muon is created at (0, 0) in both frames. Both frames will agree about their relative velocity $v$.
In the muon's rest frame it is stationary, so it is created at $(0, 0)$
inflammation, data$muscle, data$glands, data$lumen. 
 However it only outputs data$inflammation 

 A: 

 data$i is the trouble. Use data[[i ] ] alternatively. data$i searches for the element of the tilt which is called " i ", since there be no such element it autocompletes data$i to data$inflammation. 

  Q: 

 The real meaning of clock time dilation 

 Is this true or false: If angstrom and B have clock and are traveling at relative speed to each other, then to B it APPEARS that A's clock moving slower, but A sees his own clock moving at normal speed. 
 Similarly, to A it look that B's clock is moving slower, but B sees his own clock moving at normal amphetamine. 
 If the above is true, then both A seeing his own clock moving at normal speed and bacillus seeing his own clock moving at normal speed means that in reality both redstem storksbill are moving at normal speed, and neither has slowed down, whereas the other person's clock APPEARING to move slowly is merely an illusion. 
 Now is this true or false: If A and B have clocks and are traveling at relative speed to each early, then A sees his own clock move slowly (compare to the speed of the clock when A was at rest with respect to B) and B watch his own clock move slowly, so that in reality both clocks are move slowly, but they still remain synchronized (since both are slow by the same measure) 
 If the above statement is not true, then why do muons decay lento when moving fast? [ it could entirely be potential if the muon watch its own clock as moving slowly. If we saw the muon's clock move slowly, but the muon saw its own clock moving at the normal pace, then the muon would decay at the normal pace, and not slowly ] 
 Can anyone please explain where I went wrong? 

 A: 

 consume the two events when the muon is make, and when it decays. We'll choose the beginning of the muon rest skeleton and the lab rest frame of reference so their origins coincide at the compass point and time the muon is make i.e. the muon is created at (0, 0) in both frame. Both frames will agree about their relative velocity $ v$. 
 In the muon's rest human body it is stationary, so it is created at $ (0, 0)$
infpammation, data$muscle, datx$glands, data$lumgn. 
Howevxr it ohly outpjts data$inflammation

A:

data$i id rhe peoblem. Use data[[i]] instexd. data$i dearches for rhe elemenv of the list smich ns called "i", sincg there is nm such element ig cutocompletes data$i to data$inflammatyon.

 Q:

Thr geal meaning os tikq dimation

Is this true or false: If A ahd B hane clocks and are traveling at relative vellcitj to each other, thfn to B it QPPEWES that A's cuock moving slower, but A sees his own clock moving at normcl speed. 
Sinioarpi, to A it AP'EARS nhat B's clock is movitg slowrr, but B sees mis oxn coock moving at normal speed.
If the above is true, dhzn both A seeing his iwb clowk mmvine at nodmel apeed wnd B seeing gis own cloxk moving at normal s[vrd means thaf in rqajity both clocks are moving at normal skeed, znd neither has slowed eown, whereas the othet person's slock APPEARING to move slowly is merely an illushon. 
Nkd iw bhis rrke or false: If A and B have clocks and are trwbekikg at relative vclocity to each otneg, yren A sees hir own emodk move slowly (comoared tj the speed of the clock when A was at rest wuth respect no B) and B sees his owu clock move sloely, sp that in reality both elocks are moving slowly, bhg they still remxin sfnchroniedd (since both are slow by vhe scme amouvt)
If the afove statelent lv not true, then whj do lumns decay dlowly when moving fast? [it coulv only be posxitle if the iuon xaw its own cjock as moving slowly. If wd saw the juon's cnock moving slowly, but tvg muon saw itv own cljck novibg at tfd normal rate, yhen the muon would decay at the normel rxfe, and not slowoy]
Cqn anyone pleasr ebplwij xhere H went wrong?

D:

Takd tfr two events whek tfe mion is created, and wven jt decays. We'll chopsc the oritins of ehe muon rest frame and the lab rest freme so thgir origins coincide at the poiht and tile bhe muon is cweatcd i.g. the muon ns created at (0, 0) in both frames. Both framxs will agree about thgir relative velocity $y$.
In the muon'x rese frame id is stationary, so ir is created at $(0, 0)$
inflammation, data$muscle, data$glands, data$lumen. However it only A: is the Use data[[i]] instead. of list which is "i", since there no such element it autocompletes data$i data$inflammation. Q: The real meaning of time dilation Is this true or false: A and B have clocks and are traveling at relative velocity to each then B APPEARS A's clock moving slower, but A sees his own clock moving at normal speed. Similarly, to it APPEARS that B's clock is moving slower, B sees his own moving at normal speed. If above true, then A his clock moving at speed and B seeing his own clock moving at normal speed means that in reality both clocks moving at and neither slowed whereas other person's clock move slowly is merely an illusion. true or false: If A and B have and are at relative velocity to each other, A sees his own clock move slowly (compared the speed of the clock when A was at rest with respect to B) and his own clock move so that in both are slowly, they still synchronized (since both are slow by the same amount) If the statement is not true, then why do muons decay slowly fast? could only be if the muon saw own as moving slowly. If the clock the saw own clock moving at normal rate, then the muon decay at the normal anyone please explain where I went wrong? A: the two events when the muon is and when it decays. We'll choose the origins of the muon rest and the frame so their origins coincide at the point time the muon is i.e. the muon is created at (0, 0) in frames. frames will about their relative $v$. In the rest frame it so it created $(0,
inflammation, data$muscle, datA$glands, datA$lumeN. 
HoWevEr It onLy ouTputs data$inflaMMatiOn

A:

data$i is the problem. UsE data[[I]] iNSteaD. DaTa$i seArches fOR tHE EleMeNt Of tHe LIsT whicH is Called "i", Since there Is nO sUch element it AUtOcompletes DatA$i to data$inflAmmAtion.

 Q:

thE reAL meanIng Of timE dilatIOn

Is thIs true or fAlSE: If A anD b have clOCKs And aRe traveling at relaTIvE Velocity to each Other, tHeN To b IT APpEArS that A's clOcK moviNG slower, BUt a SEEs hIS own clock moviNg at normal sPEed. 
similaRlY, to a It APPEaRS thAt b'S clOck is moving SlowEr, but B seeS his owN Clock moVIng at noRmal spEed.
if tHe abOVe Is TruE, tHEn bOTh a seEIng His own clOcK mOving At noRMAL SpeeD anD B seEing hIs own clock movIng At noRMal Speed Means That In RealiTy both ClockS aRe moving at normaL speEd, and neitHer HaS slOwEd dowN, WhereaS thE otHer persOn's clocK aPPeAring tO move slowly is merelY aN ILlUsion. 
Now Is this TRuE oR False: If A AnD B hAve cLOCks anD are TRaVeling at RelatiVE vElOcity to EaCh otheR, tHen a seEs his OWn clOck movE slowly (cOmparED to the speed of tHE clock when A waS At RESt WIth rEspEct to B) and B sEes hIS own ClocK MoVe sLOwly, sO that In REaLIty both clocks are movInG slowlY, but tHey still remaiN synchroniZED (Since botH are SLoW By the same amounT)
If thE above statEMent is noT true, Then why dO muons decAY Slowly whEn mOviNg fAst? [IT CoUld only be possIBLe if ThE muon saW itS own cloCk aS moVinG slOwLy. If we saw The muon's ClOcK mOvIng SlowlY, But the muOn Saw ItS owN clocK Moving At the NormAl RaTE, thEn the muON wOULd deCaY aT the NorMaL rate, And nOT slOwly]
Can Anyone pleAse EXplaIn WhEre I wenT wrong?

A:

Take thE tWo events whEn The Muon is CREated, and When it decays. We'll choose tHE originS of The muOn reSt frame anD thE lab reSt fRAme so tHeir orIgins CoIncIDE at thE POiNt aNd Time the muoN IS crEated I.e. The mUon is crEated at (0, 0) in both frameS. botH frames will agRee AbouT THeIr rELaTIve VeLOciTY $V$.
In the muon's rest Frame it is sTaTIoNary, so it is CReaTeD at $(0, 0)$
inflammation, data$muscle,  data$glan ds, d ata $lu me n. Howe ver it only ou t puts  data$inflammation

A: 

dat a$ i  ist he  prob lem. Us e  d a t a[[ i] ]ins te a d.  data $isearche s for theele me nt of the li s twhich is c all ed "i", sinc e t here i snos uch e lem ent i t auto c omplet es data$i  t o  data$ i nflamma t i on .

Q:

The real mean i ng of time dilati on

Is  t h is t rue  or  false: If  A  andB  have c l oc k s and are traveling  at relativ e  ve locity  t o e a ch oth er, t he n  to  B it APPEA RS t hat A's c lock m o ving sl o wer, bu t A se eshis  own cl oc k m ov i nga tnor m alspeed. Si mi larly , to A i t AP PEA RS t hat B 's clock is m ovi ng s l owe r, bu t B s eeshi s own  clock  movi ng  at normal spee d.
I f the abo veis  tr ue , the n  bothA s eei ng hisown clo c k m ov i n g  a t normal speed and  B s ee ing hisown cl o ck  m o ving atno rma l sp e e d mea ns t h at  in real ity bo t hcl ocks ar emoving  a t n orm al sp e ed,and ne ither ha s slo w ed down, where a s the other p e rs o n 's cloc k A PPEARING to  mov e  slo wlyi smer e ly an  illu si o n. 
Now is this true o rfalse:  If A  and B have c locks anda r e  traveli ng a t  r e lative velocit y toeach other ,  then Aseeshis ownclock mov e slowly ( com par edtot h espeed of thec l ockwh en A wa s a t restwit h r esp ect  t o B) andB sees h is  o wn  c loc k mov e  slowly,  s o t ha t i n rea l ity bo th cl ocks  a re mov ing slo w ly , butth ey  sti llre mainsync h ron ized (s ince both  ar e  slo wby  the sa me amount)
If  t he above s ta tem ent is n ot true,  then why do muons deca y  slowly  wh en mo ving  fast? [i t c ould o nly be pos sibleif th emuo n saw i t s  o wncl ock as mov i n g s lowly .If w e saw t he muon's clock mo v ing  slowly, butthe  muo n sa w i t so wncl o ckm o ving at the nor mal rate,th e nthe muon w o uld  d ecay at  the no rmalr ate, an d not slo wly]
Canan yone p lea se explain  where I  went wro n g?

A : 
Takethe  two e ve nts  when  the m u onis cr eated,  a nd whe n itde cays. We 'll choose the originsof the  muon  re st frameand the  lab rest  fra me so thei r o rig ins c oin c ide a t th e  p oin t  andtime the muoni scre a t ed  i.e. the m u o n  is  crea ted at (0,  0)in both frames. B o th frames will  agr e e  ab out thei rrelative veloc ity  $ v $ .
In the  m uon's restframe it  i s  stat ionary , so i t is cr e a te d  at $( 0, 0 )$
inflammation, data$muscle,_data$glands, data$lumen._
However it only outputs_data$inflammation

A:

data$i is_the_problem. Use_data[[i]]_instead. data$i searches_for the element_of the list which_is called "i",_since_there is no such element it autocompletes data$i to data$inflammation.

 Q:

The real meaning of_time_dilation

Is this_true_or_false: If A and B_have clocks and are traveling_at relative_velocity to each other, then to B it_APPEARS_that A's clock_moving slower, but A sees his own clock moving_at normal speed. 
Similarly, to A_it APPEARS that_B's_clock_is moving slower, but_B sees his own clock moving_at normal speed.
If the above is_true, then both A seeing his own_clock moving at normal speed and_B seeing his own clock_moving at_normal speed means that in_reality both clocks_are moving_at normal speed,_and neither has slowed down, whereas_the other person's_clock APPEARING to move slowly is_merely_an illusion. 
Now_is_this_true or_false: If A_and_B have_clocks_and are traveling at relative velocity_to_each other, then A sees his own_clock move slowly (compared_to_the speed of the_clock when A was at_rest with respect to B) and_B sees_his own_clock move slowly, so that in reality both clocks are moving_slowly, but they still remain synchronized_(since both are slow_by the_same_amount)
If the above_statement_is not_true, then why do muons decay slowly_when moving_fast? [it could only be possible_if the muon saw_its_own clock as moving slowly. If_we saw the muon's clock moving_slowly, but the muon saw_its_own_clock moving at the normal_rate, then the muon would decay_at the normal_rate, and not slowly]
Can anyone please explain_where_I went wrong?

A:

Take the two events_when_the muon is created, and when_it_decays._We'll choose the origins of_the muon rest frame and the_lab rest frame so their origins coincide at the_point and time_the muon is created i.e._the_muon_is created at (0, 0) in both frames. Both frames_will agree_about their relative_velocity $v$.
In the muon's rest frame it is stationary, so_it is created at $(0, 0)$