If the median of 3/x,1/x,2/x,9/x,5/x,7/x is 1/2what is its x value
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Answer:
x = 8
Explanation:
Given terms are 3/x,1/x,2/x,9/x,
5/x,7/x
Rearranging the terms,we get
1/x,2/x,3/x,5/x,7/x,9/x
Number of terms (n) = 6[even]
median = 1/2 [ given ]
average of (3rd, 4th terms)=1/2
[(3/x+5/x)/2]=1/2
=> 8/x = 2/2
=> 8/x = 1
=> 8 = x
Therefore,
x = 8
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