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There are five types of cards namely A, B, C, D and E andthere are in all 15 cards,i.e., three cards of each type. These cards are tobe
inserted in 15 envelopes. There are three colours of these envelopes namely red, yellow and brown. There arefive envelopes of each colour.
* B, D and E types of cards are inserted in red envelopes.
* A, B and C types of cards are to be inserted in yellow envelopes.
* C, D, E are types of cards to be inserted in brown envelope.
* Two Cards each of B and D types are enclosed in red envelopes
Whichof the following combinationsoftypes of cards and the number ofcards and colour of envelope are definitely correct ?
We have the following information: (Type, Colour)
1 and 4. B-R, D-R, E-R, B-R, D-R............ Red
2. A-Y, B-Y, C-Y............ Yellow
3. C-B, D-B, E-B.............. Brown
Now, we are left with 2 of A, 1 of C, and 1 of E.
We also have two yellow envelopes and two brown envelopes.
It is given that A has to be in yellow envelopes. Hence, both the remaining cards from A shall go to yellow envelopes.
This means. the left-out cards from C and E shall go to brown envelopes.
Final:
Red: B,B,D,D,E
Yellow: A,A,A,B,C
Brown: C,D,E,C,E
Option 2 is correct.
