If the sum of five consecutive even positive integers is A, then the sum of the next five even consecutive integers in terms of A is:	Choose the correct choice from the following: A) A+5 B) A+10 C) A+25 D) A+50 E) 2A + 5
In Case of Consecutive Integers or Integers in Arithmetic Progression Mean = Median   I.e. Median = A/5 = Mean = Third Integer   First Integer = A/5 - 4   Second Integer = A/5 - 2   Third Integer = A/5   Fourth Integer = A/5 + 2   Fifth Integer = A/5 + 4   i.e.   Sixth Integer = A/5 + 6   Seventh Integer = A/5 + 8   Eighth Integer = A/5 + 10   Ninth Integer = A/5 + 12   Tenth Integer = A/5 + 14   Now Mean of next 5 Integers = Median = A/5 + 5   i.e. Sum of Next 5 integers = (A/5 + 10)*5 = A+50   Answer: option A+50
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If the sum of five consecutive even positive integers is A, then the sum of the next five even consecutive integers in terms of A is: