45*3+45+15+5+1+1 = 202
Wrong
13
45+15+5+1+1=67
202 is correct
<202> is correct
4 x 45
or...(45*3)+45+15+5+1
45 x 3 = 145145 chocolates ==> 145 wrappers ==> 45 chocolates ==> 45 wrappers ==> 15 chocolates ==> 15 wrappers ==> 5 chocolates ==> 5 wrappers ==> 1 chocolate ( 2 wrappers ) ==> 3 wrappers ==> 1 chocolate ---- 212 chocolates kuny
1354515511=202..?
Ans 180
45*3+45+15+5+2 = 202
197
201
45*3==>135+45(from 135 wrappers)+15(from 45 wrappers)+5(from 15 wrappers)+1(from 3 wrappers)+1(from 2 wrappers from 5 + last wrapper) = 202
less than or equal to 202
Re. 1 (if it continues to Re. 99 & e,f,g,h,i,j,k,l,m,n,o,q,p,r,s)up to Rs. 45 he/she will buy 2833 chocolates.
202 is the correct ans
If we g by the english alphabet..."e" is the 5th letter of the alphabet"s" is the 19th letter of the alphabet"e" goes into "s" 3.8 times. So 3.8 Re = a single Rs If Re. 1 gets you 3 chocolates then Re. 45 would get you 135 chocolates.Since 3.8 Re is equal to a single Rs, Rs. 45 would get you 513 chocolates.From the initial 513 chocolates you get 171 free.From the 171 you get 57 free.From the 57 you get 19 free.From the 19 you get 6 free and have one left over.From the 6 you get 2 free.So you would be able to buy 513 chocolates with Rs. 45 and receive 256 free chocolates for a total of 769 chocolates.I'm pretty sure this riddle is supposed to say $1 and $45 for 202 chocolates...
45*3+45+15+5+1+1 = 202
ReplyDeleteWrong
ReplyDelete13
ReplyDelete45+15+5+1+1=67
ReplyDelete202 is correct
ReplyDelete<202>
ReplyDeleteis correct
4 x 45
ReplyDeleteor...(45*3)+45+15+5+1
ReplyDelete45 x 3 = 145
ReplyDelete145 chocolates ==> 145 wrappers ==>
45 chocolates ==> 45 wrappers ==>
15 chocolates ==> 15 wrappers ==>
5 chocolates ==> 5 wrappers ==>
1 chocolate ( 2 wrappers ) ==> 3 wrappers ==>
1 chocolate
----
212 chocolates
kuny
135
ReplyDelete45
15
5
1
1
=202..?
Ans 180
ReplyDelete45*3+45+15+5+2 = 202
ReplyDelete197
ReplyDelete201
ReplyDelete45*3==>135+45(from 135 wrappers)+15(from 45 wrappers)+5(from 15 wrappers)+1(from 3 wrappers)+1(from 2 wrappers from 5 + last wrapper) = 202
ReplyDelete202 is correct
ReplyDelete202 is correct
ReplyDeleteless than or equal to 202
ReplyDeleteRe. 1 (if it continues to Re. 99 & e,f,g,h,i,j,k,l,m,n,o,q,p,r,s)
ReplyDeleteup to Rs. 45 he/she will buy 2833 chocolates.
202 is the correct ans
ReplyDeleteIf we g by the english alphabet...
ReplyDelete"e" is the 5th letter of the alphabet
"s" is the 19th letter of the alphabet
"e" goes into "s" 3.8 times. So 3.8 Re = a single Rs
If Re. 1 gets you 3 chocolates then Re. 45 would get you 135 chocolates.
Since 3.8 Re is equal to a single Rs, Rs. 45 would get you 513 chocolates.
From the initial 513 chocolates you get 171 free.
From the 171 you get 57 free.
From the 57 you get 19 free.
From the 19 you get 6 free and have one left over.
From the 6 you get 2 free.
So you would be able to buy 513 chocolates with Rs. 45 and receive 256 free chocolates for a total of 769 chocolates.
I'm pretty sure this riddle is supposed to say $1 and $45 for 202 chocolates...