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The sequence {xn}, where 

  • a)
    increasing but not bounded

  • b)
    increasing and bounded

  • c)
    decreasing but not bounded

  • d)
    decreasing and bounded

Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
The sequence {xn}, wherea)increasing but not boundedb)increasing and b...
as  it is a gp so as n increase sum will be more  
xn = a(rn-1)/(r-1)
x= (1)(1/2n-1)/(1/2-1)
xn will be terminating 
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Community Answer
The sequence {xn}, wherea)increasing but not boundedb)increasing and b...
When positive number is getting added in each term then how it will be decreasing... it's increasing and bounded
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The sequence {xn}, wherea)increasing but not boundedb)increasing and boundedc)decreasing but not boundedd)decreasing and boundedCorrect answer is option 'B'. Can you explain this answer?
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