Bosch Previous Years Solved Sample Placement Papers
- In each question below is given a group of letters followed by four combinations of digits/symbols numbered (1), (2), (3), and (4). You have to find out which of the combinations correctly represents the group of letters based on the following coding system and mark the number of that combination as the answer. If none of the four combinations correctly represents the group of letters, mark (5) i.e., 'None of these' as the answer.
Coding System:
Letter : P M A K T I J E R N D F U W B
Digit/Symbol : 7 # 8 % 1 9 2 @ 3 © S 4 ⊆ 5 6
Conditions:
- If both the first and the last letters of the group are consonants, both are to be coded as the code for the last letter.
- If the first letter is a consonant and the last letter is a vowel, the codes are to be interchanged.
- BDATFE
(1) 6$8146
(2) 6$814@
(3) @$814@
(4) @$8146
(5) None of these (Ans)
- AWBRND
(1) $563©8
(2) 8563©$
(3) 8365©$
(4) 8536©$
(5) None of these (Ans)
- EMNTKU
(1) ⊆#©1%@
(2) @#©14⊆
(3) @#©1%⊆
(4) #@©1%⊆
(5) None of these (Ans)
- MDEAJI
(1) 1$@82#
(2) #$@821
(3) 1$@821
(4) #$@82#
(5) None of these (Ans)
- RKUMFP
(1) 7%⊆#43
(2) 3⊆%#47
(3) 3%⊆#43
(4) 3%⊆#47
(5) None of these (Ans)
- Q.16-20: In the following questions, the symbols S, @, ©, %, and ⊆ are used with the following meaning:
'P @ Q' means 'P is not greater than Q'.
'P % Q' means 'P is not smaller than Q'.
'P ⊆ Q' means 'P is neither greater than nor smaller than Q'.
'P © Q' means 'P is neither greater than nor equal to Q'.
'P $ Q' means 'P is neither smaller than nor equal to Q'.
- Statements:
16. R $ M, M © F, F % J.
Conclusions:
(I) R $ J
(II) F © R
(1) Only Conclusion I is true
(2) Only Conclusion II is true
(3) Either Conclusion I or II is true
(4) Neither Conclusion I nor II is true (Ans)
(5) Both Conclusions I and II are true
- Statements:
17. M © D, D @ K, K ⊆ N.
Conclusions:
(I) N $ D
(II) K $ N
(1) Only Conclusion I is true
(2) Only Conclusion II is true (Ans)
(3) Either Conclusion I or II is true
(4) Neither Conclusion I nor II is true
(5) Both Conclusions I and II are true
- Statements:
18. B @ D, D $ M, M ⊆ N.
Conclusions:
(I) N @ D
(II) D $ N
(1) Only Conclusion I is true
(2) Only Conclusion II is true (Ans)
(3) Either Conclusion I or II is true
(4) Neither Conclusion I nor II is true
(5) Both Conclusions I and II are true
- Statements:
19. F $ W, W % J, K @ N.
Conclusions:
(I) J @ F
(II) N % W
(1) Only Conclusion I is true
(2) Only Conclusion II is true
(3) Either Conclusion I or II is true
(4) Neither Conclusion I nor II is true (Ans)
(5) Both Conclusions I and II are true
- Statements:
20. F © T, T % R, R $ W.
Conclusions:
(I) W © T
(II) R © T
(1) Only Conclusion I is true
(2) Only Conclusion II is true
(3) Either Conclusion I or II is true
(4) Neither Conclusion I nor II is true (Ans)
(5) Both Conclusions I and II are true