FIND THE SUM OF THE NUMBERS BETWEEN 300 AND 400 SUCH THAT WHEN THEY ARE DIVIDED BY 6,9 AND 12 IF LEAVES REMAINDER AS 4 IN EACH CASE ------

A]0180

B]962

C]692

D]NONE

The L.C.M of these numbers i.e. 30 is always divisible by 6, 9, and 12 

and the number which are exactly divisible by 30 between 300 and 400 are 300, 330, 360, 390

 

Now the number which leaves 4 as remainder in each case are 4 added to these numbers i.e. 304, 334, 364, 394

 

Hence the required sum is 304 + 334 + 364 + 394 = 1396

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