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If you form a subset of integers chosen from between 1 to 3000, such that no two integers add up to a multiple of nine, what can be the maximum number of elements in the subset. (Include both 1 and 3000.)
(a) 1668 (c) 1333
(b) 1332 (d) 1336
The series. of numbers. (1,1/2,1/3,1/4 .............1/1972) is taken. Now two numbers are taken from this series (the first two) say x, y. Then the operation x+y+x.y is performed to get a consolidated number. The process is repeated. What will be the value of the set after all the numbers are consolidated into one number?
(a)1970 (b)1971(c)1972 (d)none of these
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