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  1. In which year was the percentage increase in production as compared to the previous year the maximum?

  2. A.

    2002

    B.

    2001

    C.
    1997
    D.
    1996

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    Answer : Option D

    Explanation :

    The percentage increase in production compared to previous year for different years are:

     In 1996 = [ \(\frac { (40 -25) } { 2 5} \) x 100 ]% =60%

    In 1997 = [ \(\frac { (60 -40) } { 40} \) x 100 ]% =50%

    In 1998 there is a decrease in production.

    In 1999 =[ \(\frac { (65-45) } { 4 5} \) x 100 ]% =44.44%

    In 2000 there is a decrease in production.

    In 2001 =[ \(\frac { (75-50 )} { 50} \) x 100 ]% = 50% 

    In 2002 = [ \(\frac { (80-75) } { 75 }\) x 100 ]% = 6.67%

        Clearlyl, there is maximum percentage increase in production in 1996.

     

     

     

     


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