[x] greater than equal to (>=) x. What is the value of
[1/3] + ([1/3] +[1/50]) + ([1/3] + [2/50])+ ([1/3] + [3/50]) +………..([1/3] + [70/50])

• ie lets check it from last
  
  1/3+70/50 = 1/3+7/5 = 5+21/15 =26/15= [ 1.733 ] = 1
  
  so we are getting 1's
  
  next we need to find out from where it is starting
  
  just check with 30
  ie [ 1/3 + 30/50 ] = [ 140/150 ] = [ 0.9xxx ]=0
  if we observe numerator and denominator its getting closer
  
  like this check with 34
  
  [ 1/3 + 34/50 ] = [ 152/150 ] = [ 1.xxxx ]=1
  
  so its starting from 34
  
  ie 34,35,36,........upto 70
  these are in ap
  a=34,d=1
  a+(n-1)d=70
  we will get n=37
  ie we are getting 37 1's
  so answer is 37
  
  the above question was not given clearly
  
  [x] greater than equal to (>=) x. What is the value of
  [1/3] + ([1/3 + 1/50]) + ([1/3 + 2/50])+ ([1/3 + 3/50]) +………..([1/3 + 70/50])
  
  
• 9 years agoHelpfull: Yes(7) No(3)
• ans->0
  0+0+0.....=0
• 9 years agoHelpfull: Yes(1) No(4)
• 1/3 needs 2/3 to be added to make the whole value 2..
  
  34/50 + 1/3 > 1
  
  so uptill 34 the value will be 1+1+1+1....33 times = 33+1(first term of the series)
  
  after 33 the value will be 2+2+2+2+...37 times = 74
  
  hence total value is 34+74 = 108
• 9 years agoHelpfull: Yes(0) No(3)
• [1/3] + ([1/3] +[1/50]) + ([1/3] + [2/50])......+ ([1/3] + [49/50])==50
  ([1/3] + [50/50])+ ([1/3] + [51/50]).......+ ([1/3] + [70/50])==2*21=42
  ans=92
• 9 years agoHelpfull: Yes(0) No(0)