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2019-11-18

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-- Nov 13 In-Class Exercise Thread
 As per the graph,
 for n =16 and m=20 the value of k=9
 for n = 32 and m = 20 the value of k = 7
 so for n=24 and m=20 it will be  (9+7)/2 = 16/2 = 8
 Therefore k = 8
(Edited: 2019-11-18)
As per the graph, for n =16 and m=20 the value of k=9 for n = 32 and m = 20 the value of k = 7 so for n=24 and m=20 it will be (9+7)/2 = 16/2 = 8 Therefore k = 8

-- Nov 13 In-Class Exercise Thread
 From the given graph distribution, 
 we have  k1 =>6 for n=16 
 and  k2 =>8 for n=32
 Therefore, for n=>24, 
 k= k1+k2/2
 k=(6+8)/2 = 7.
(Edited: 2019-11-18)
From the given graph distribution, we have k1 =>6 for n=16 and k2 =>8 for n=32 Therefore, for n=>24, k= k1+k2/2 k=(6+8)/2 = 7.

-- Nov 13 In-Class Exercise Thread
Based on the graph distribution, k = 6 for n = 16 and k = 8 for n = 32. Therefore for n = 24, k can be calculated as k = (6 + 8)/2 = 7.
Based on the graph distribution, k = 6 for n = 16 and k = 8 for n = 32. Therefore for n = 24, k can be calculated as k = (6 + 8)/2 = 7.

-- Nov 13 In-Class Exercise Thread
Lets say ‘m’ is number of docs and ’n’ is number of machines Hence , For m=20 and n=16 we return k=7 docs For m=20 and n=32 we return k=9 docs Hence for m=24 we have, (7+9)/2 = 8 docs
Lets say ‘m’ is number of docs and ’n’ is number of machines Hence , For m=20 and n=16 we return k=7 docs For m=20 and n=32 we return k=9 docs Hence for m=24 we have, (7+9)/2 = 8 docs

-- Nov 13 In-Class Exercise Thread
For the top 20 documents: When n = 16, k = 9 When n = 32, k = 7 Therefore, when n = 24, assuming the given graph distribution, we have k = (9 + 7)/2 = 8 documents
<nowiki>For the top 20 documents: When n = 16, k = 9 When n = 32, k = 7 Therefore, when n = 24, assuming the given graph distribution, we have k = (9 + 7)/2 = 8 documents</nowiki>

-- Nov 13 In-Class Exercise Thread
For m = 20, n = 16 then k = 7 m = 20, n = 32 then k = 9
To return top 20 documents, the 24 machines should compute (7 + 9) / 2 = 8 documents(approx)
For m = 20, n = 16 then k = 7 m = 20, n = 32 then k = 9 To return top 20 documents, the 24 machines should compute (7 + 9) / 2 = 8 documents(approx)

-- Nov 13 In-Class Exercise Thread
 As per given graph distribution,
 k = 9 for n = 16
 k = 7 for n = 32
 Therefore, k = (7+9)/2 = 8
As per given graph distribution, k = 9 for n = 16 k = 7 for n = 32 Therefore, k = (7+9)/2 = 8
2019-11-20

-- Nov 13 In-Class Exercise Thread
 For:
 n = 16
 m = 20
 > k = 9
 For:
 n = 32
 m = 20
 >k = 7 
 For:
 n = 24
 m = 20 
 then k ~= 8
For: n = 16 m = 20 > k = 9 For: n = 32 m = 20 >k = 7 For: n = 24 m = 20 then k ~= 8
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