If a wholesaler distributes items to several outlets (A, B, C and D) in the ratio of 1/12 : 1/13 : 1/15 : 1/2, then find the total number of items the wholesaler distributes?	Options:
A) 567
B) 167
C) 267
D) 467
E) 667
Here, A : B : C : D = 1/12 : 1/13 : 1/15 : 1/2   1) L.C.M of 12 : 13 : 15 : 2 is 780   2) Find the number of books each friend received --------- (To find no. of books each friend has, multiply the ratio with the L.C.M. calculated)   A = (1/12) x 780 = 65   B = (1/13) x 780 = 60   C = (1/15) x 780 = 52   D = (1/2) x 780 = 390   3) Total number of toys = (65 x + 60 x + 52 x + 390 x) = 567 x   Minimum number of pens (x) = 1   Therefore, total number of items = 567 items.   Correct option :567
<result>A</result>
If a wholesaler distributes items to several outlets (A, B, C and D) in the ratio of 1/12 : 1/13 : 1/15 : 1/2, then find the total number of items the wholesaler distributes?