A candy assortment consists of seven flavors of
chocolate-covered creams packed in two-layered
boxes with 27 creams in each layer. The flavors are
always packed in rows so that the flavor varies with
each piece in the following order, vanilla, orange,
cherry, vanilla, raspberry, lime, pecan, cherry, lemon.
How many chocolate-covered vanilla creams are
needed to pack 200 boxes of the assortment?
(A) 600
(B) 1,200
(C) 1,800
(D) 2,400
(E) 3,600
BY-- SHRUTHI from BANGALORE
B
ReplyDeleteplz exxplain
ReplyDeleteplz explain ans for this.....
ReplyDeleteis the ans D i mean 2400
ReplyDeleteand my explanation for this is each layer contains 27 creams and there are 2 layers
so each box contains 54 creams
and in that 9 flavours are there
so 54/9 gives the no. of times these flavours are used.and in that 9 vanilla is repeated twice
so 6*2
so each box contains 12 vanilla
so for 200 boxes 12*200 gives 2400
is my ans correct?if not so give the correct ans
d.
ReplyDelete2400
because the order is v,o,c,v,r,l,p,c,l ; ie in a row leangth of 9 there are 2 vanillas. nd there are three rows (9*3 = 27) , therefore 6 vanillas in a layer, hence 12 in a box. therefore , 2400(12*200) in 200 boxes
2400
ReplyDelete2400
ReplyDeleteD
ReplyDeleteD
ReplyDeleted
ReplyDeleteAnswer D
ReplyDeleteExplanation
see the order in which chocs are placed each row reqs 2 vinnes, 3 rows per compartment 6 v's, 2 compartments per box hence 12v's, needed 200 boxes hence 2400 v's.
d is correct answer if not plz explain
ReplyDeleteThis comment has been removed by the author.
ReplyDeleted
ReplyDelete2400!
ReplyDeleteD is the ans
ReplyDeleteIn each order 2 vanilla(i.e.,in 9)
three such orders makes 27(first row)
so in one row we have 6(2+2+2) vanilla's.
one box has 2 rows.
so in one box we have 6*2=12 vanillas
In 200 boxes 200*12=2400.
hence the ans.
D
ReplyDeleted
ReplyDeleteeach layer has 27 ,creams and in each 9 there is 2 vanilla , there for , per 27 there is 2*3= 6 vanilla . and per box ,6*2=12 ,and in 200 .there is , 12*200=2400
ReplyDeleteD 2400 is correct logically
ReplyDelete