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PDF Editor FAQ

What is the difference between RAM slots which say BTM and STD?

STD is for a STD Bus which is a 56 pin expansion slot that is rarely used today. It can hold a variety of expansion cards including memory. BTM is for BTM Socket Interface Connector which is a 204 pin DDR3 SO-DIMM Memory Module Slot.

How should I make my son start preparing for IIT from 1st standard?

I am quite surprised that a parent can ask these question. Your son is still in 1st std let him know the world & understand the world.I won't be suprised that one day your son will comment the following lines from 3 idiots-“Rishvat dena khud papa ne shikhai ,99% marks lao to ghadi warna chadii(stick)”“Alpha ,Beeta ,Gaama likh likh k hath par pade chole,conc.H2SO4 ne pura ,pura bachpan jala dala”Please Let your son enjoy ,explore and then find the subject which makes him curious.Remeber one thing :“All iitians may be successful,but all successful person neednot be an iitian”IIIT is just a college.Not Status.Remember that Satya Nadella wasn't from IIT,yet he is CEO of Microsoft.Likewise,Ali Baba’s founder Jack Ma,didn't graduated from any of college.Steve Jobs was also an college drop out.The only thing that set them aside is that loved what they did.So i advice you that let your son explore,experience,love the world and let him decide what he wants to do.Guide him then what to do.Don’t put burden on him .I would like to end with one quote from A.P.J Kalam - “ Your children comes through you,not from you”Happy Reading :)204.

If I toss a fair coin 400 times, what is the probability that I would get 220 heads?

A2A: If I toss a fair coin 400 times, what is the probability that I would get 220 heads?Answer: The probability of exactly 220 heads in 400 tosses is [math]\ \approx0.54\%[/math].Since the mathematical approach has already been well covered, I'm going with a Python simulated distribution.Here is a plot of the distribution. The mean is about 200 and the standard deviation is about 10.Below is my Python code.from random import choice def sim(nLoops=400):  nHeads = 0  for _ in xrange(nLoops):  if choice([0,1]):  nHeads += 1  return nHeads  from math import sqrt def showDist(nSim, nLo, nHi, nLoops=10000): #2017-12-21 v2  #SBn: Show distribution of simulation within specified range  Dist, sum1, sum2, nUn, nOv = [0]*(nHi-nLo+1), 0, 0, 0, 0  for _ in xrange(nLoops):  nVal = nSim(); sum1 += nVal; sum2 += nVal*nVal  if nLo <= nVal <= nHi: Dist[nVal-nLo] += 1  elif nVal < nLo: nUn += 1  else: nOv += 1  for i in xrange(len(Dist)): Dist[i] /= float(nLoops)  avg = sum1/float(nLoops)  std = sqrt((sum2+avg*avg*nLoops-2*avg*sum1)/nLoops)  t = nUn/float(nLoops) + Dist[0]; i = 0  while t < 0.5: i += 1; t += Dist[i]  med = nLo+i-1 + (Dist[i]-t+0.5)/Dist[i] if Dist[i] else std  print 'Avg: {}, Med: {}, SDv: {}'.format(avg, med, std)  if nUn: print '<{}, {}'.format(nLo, 100.0*nUn/nLoops)  for i in xrange(len(Dist)):  print '{}, {}'.format(i+nLo, Dist[i]*100.0)  if nOv: print '>{}, {}'.format(nHi, 100.0*nOv/nLoops) Below are the results that I used to make the plot.>>> showDist(sim, 170, 230, 10000000) #Fewer iterations lower runtime Avg: 199.993728, Med: 199.499672247, SDv: 9.99990413264 <170, 0.1129 170, 0.04344 171, 0.05902 172, 0.07844 173, 0.10537 174, 0.13506 175, 0.17352 176, 0.22174 177, 0.28358 178, 0.35258 179, 0.44211 180, 0.54694 181, 0.6551 182, 0.79096 183, 0.94517 184, 1.11124 185, 1.29881 186, 1.49782 187, 1.71071 188, 1.93864 189, 2.18278 190, 2.42002 191, 2.65407 192, 2.90178 193, 3.12325 194, 3.33974 195, 3.52886 196, 3.67737 197, 3.8098 198, 3.90765 199, 3.95857 200, 4.00716 201, 3.96821 202, 3.91132 203, 3.81003 204, 3.67704 205, 3.51246 206, 3.33423 207, 3.12387 208, 2.89254 209, 2.66163 210, 2.4284 211, 2.18401 212, 1.94022 213, 1.71643 214, 1.50235 215, 1.28267 216, 1.11282 217, 0.93769 218, 0.78813 219, 0.65772 220, 0.54177 221, 0.43944 222, 0.35535 223, 0.28086 224, 0.22095 225, 0.17371 226, 0.13468 227, 0.10324 228, 0.07896 229, 0.05934 230, 0.04328 >230, 0.11245 As we can see, at 220 tosses, the probability is about 0.54%. This compares extremely well with the mathematical calculation.

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