Coding Decoding All Reasoning Aptitude

Coding Decoding All Reasoning Aptitude
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Question 81

If W = 46 and CAT = 48, then how will you code SALE ?

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To determine the code for SALE, we need to establish the coding pattern based on the given information:

W = 46 CAT = 48

It appears that each letter is assigned a numerical value based on its position in the alphabet, and the code for a word is obtained by multiplying the sum of the numerical values of its letters by 2.

W = 46 W = 23 (position value in the alphabet) 23 x 2 = 46

CAT = 48 C = 3 (position value in the alphabet) A = 1 (position value in the alphabet) T = 20 (position value in the alphabet) 3 + 1 + 20 = 24 24 x 2 = 48

Therefore, applying this pattern to SALE:

SALE = 74 S = 19 (position value in the alphabet) A = 1 (position value in the alphabet) L = 12 (position value in the alphabet) E = 5 (position value in the alphabet) 19 + 1 + 12 + 5 = 37 37 x 2 = 74

Hence, the correct code for SALE is 74. Option B is the correct answer.

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Question 82

If β€˜FINGER’ is coded as 15232112239 and β€˜MARKET’ is coded as 14192916252, then how will β€˜MILTON’ be coded as ?

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To determine the code for MILTON, let's analyze the coding pattern based on the given examples:

FINGER = 15232112239

F β†’ 6 (position value in the alphabet) I β†’ 9 (position value in the alphabet) 6 + 9 = 15

N β†’ 14 (position value in the alphabet) G β†’ 7 (position value in the alphabet) 14 + 7 = 21

E β†’ 5 (position value in the alphabet) R β†’ 18 (position value in the alphabet) 5 + 18 = 23

R β†’ 18 (position value in the alphabet) 1 + 8 = 9

MARKET = 14192916252

M β†’ 13 (position value in the alphabet) A β†’ 1 (position value in the alphabet) 13 + 1 = 14

R β†’ 18 (position value in the alphabet) K β†’ 11 (position value in the alphabet) 18 + 11 = 29

E β†’ 5 (position value in the alphabet) T β†’ 20 (position value in the alphabet) 5 + 20 = 25

T β†’ 20 (position value in the alphabet) 2 + 0 = 2

Therefore, applying this pattern to MILTON:

MILTON = 22213235295

M β†’ 13 (position value in the alphabet) I β†’ 9 (position value in the alphabet) 13 + 9 = 22

L β†’ 12 (position value in the alphabet) T β†’ 20 (position value in the alphabet) 12 + 20 = 32

O β†’ 15 (position value in the alphabet) N β†’ 14 (position value in the alphabet) 15 + 14 = 29

N β†’ 14 (position value in the alphabet) 1 + 4 = 5

Hence, the correct code for MILTON is 22213235295. Option A is the correct answer.

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Question 83

In a code language, CABLEPADS is written as IADCYGAPJ. How will BACKSPACE be coded in the same language ?

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Letter A B C D E F G H I J K L M
Number 1 2 3 4 5 6 7 8 9 10 11 12 13
Letter Z Y X W V U T S R Q P O N
Number 26 25 24 23 22 21 20 19 18 17 16 15 14

 

CABLEPADS = IADCYGAPJ

Single-digit numbers are squared, while the digits of double-digit numbers are added to determine the corresponding alphabet

C → [32 = 9] → I
A → [12 = 1] → A 
B → [22 = 4] → D
L → [12 ⇒ 1 + 2 = 3] → C 
E → [52 = 25] → Y 
P → [16 ⇒ 1 + 6 = 7]→ G 
A → [12 = 1] → A 
D → [42 = 16] → P
S → [19 ⇒ 1 + 9 = 10]→ J

Applying similar pattern to the code BACKSPACE we have 

B → [2² = 4] → D
A → [1² = 1] → A
C → [3² = 9] → I
K → [11 ⇒ 1 + 1 = 2] → B
S → [19 ⇒ 1 + 9 = 10] → J
P → [16 ⇒ 1 + 6 = 7] → G
A → [1² = 1] → A
C → [3² = 9] → I
E → [5² = 25] → Y

Hence, the correct code for BACKSPACE is DAIBJGAIY. Option D is the correct answer.

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Question 84

In a code language, BLEND is written as ENHPG. How will WINNER be written in the same language ?

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To determine the code for WINNER, let's analyze the coding pattern based on the given example:

BLEND = ENHPG

B β†’ E (+3) L β†’ N (+3) E β†’ H (+2) N β†’ P (+3) D β†’ G (+2)

The pattern alternates between adding 3 and adding 2 to the position of the letter in the alphabet.

Therefore, applying this pattern to WINNER:

WINNER = ZKQPHT

W β†’ Z (+3) I β†’ K (+3) N β†’ Q (+2) N β†’ P (+3) E β†’ H (+2) R β†’ T (+3)

Hence, the correct code for WINNER is ZKQPHT. Option A is the correct answer.

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Question 85

In a code language, ASTRONOMY is written as SARTPONYM. How will FENUGREEK be written as in that language ?

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To determine the code for FENUGREEK, let's analyze the coding pattern based on the given example:

ASTRONOMY = SARTPONYM

A β†’ S (move 1 letter forward in the alphabet) S β†’ A (move 1 letter back in the alphabet) T β†’ R (move 1 letter forward in the alphabet) R β†’ T (move 1 letter back in the alphabet) O β†’ P (move 1 letter forward in the alphabet) N β†’ O (move 1 letter back in the alphabet) O β†’ N (move 1 letter forward in the alphabet) M β†’ Y (move 1 letter forward in the alphabet) Y β†’ M (move 1 letter back in the alphabet)

The pattern alternates between moving 1 letter forward and 1 letter back in the alphabet.

Therefore, applying this pattern to FENUGREEK:

FENUGREEK = EFUNHERKE

F β†’ E (move 1 letter back in the alphabet) E β†’ F (move 1 letter forward in the alphabet) N β†’ U (move 1 letter forward in the alphabet) U β†’ N (move 1 letter back in the alphabet) G β†’ H (move 1 letter forward in the alphabet) R β†’ E (move 1 letter back in the alphabet) E β†’ R (move 1 letter forward in the alphabet) E β†’ K (move 1 letter forward in the alphabet) K β†’ E (move 1 letter back in the alphabet)

Hence, the correct code for FENUGREEK is EFUNHERKE. Option D is the correct answer.

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Question 86

In a code language, ARDOUS is written as 1184152119. How will SYSTEM be written in that language ?

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To determine the code for SYSTEM, let's analyze the coding pattern based on the given example:

ARDOUS = 1184152119

A β†’ 1 (position value in the alphabet) R β†’ 18 (position value in the alphabet) D β†’ 4 (position value in the alphabet) O β†’ 15 (position value in the alphabet) U β†’ 21 (position value in the alphabet) S β†’ 19 (position value in the alphabet)

The pattern involves alternating between the position value of the letter and the sum of its digits.

Therefore, applying this pattern to SYSTEM:

SYSTEM = 19251920513

S β†’ 19 (position value in the alphabet) Y β†’ 25 (position value in the alphabet) S β†’ 19 (position value in the alphabet) T β†’ 20 (position value in the alphabet) E β†’ 5 (position value in the alphabet) M β†’ 13 (position value in the alphabet)

Hence, the correct code for SYSTEM is 19251920513. Option A is the correct answer.

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Question 87

In a code language, YOGHURT is written as 251578211820. How will DEVELOP be written as in that language ?

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To determine the code for DEVELOP, let's analyze the coding pattern based on the given example:

YOGHURT = 251578211820

Y β†’ 25 (position value in the alphabet) O β†’ 15 (position value in the alphabet) G β†’ 7 (position value in the alphabet) H β†’ 8 (position value in the alphabet) U β†’ 21 (position value in the alphabet) R β†’ 18 (position value in the alphabet) T β†’ 20 (position value in the alphabet)

The pattern involves replacing each letter with its corresponding position value in the alphabet.

Therefore, applying this pattern to DEVELOP:

DEVELOP = 45225121516

D β†’ 4 (position value in the alphabet) E β†’ 5 (position value in the alphabet) V β†’ 22 (position value in the alphabet) E β†’ 5 (position value in the alphabet) L β†’ 12 (position value in the alphabet) O β†’ 15 (position value in the alphabet) P β†’ 16 (position value in the alphabet)

Hence, the correct code for DEVELOP is 45225121516. Option C is the correct answer.

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Question 88

In a code language , NEEDLE is written as MFDEKF . How will HAMMER be written in that language ?

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To determine the code for HAMMER, let's analyze the coding pattern based on the given example:

NEEDLE = MFDEKF

N β†’ M (move 1 letter back in the alphabet) E β†’ F (move 1 letter forward in the alphabet) E β†’ D (move 1 letter back in the alphabet) D β†’ E (move 1 letter forward in the alphabet) L β†’ K (move 1 letter forward in the alphabet) E β†’ F (move 1 letter forward in the alphabet)

The pattern alternates between moving 1 letter forward and 1 letter back in the alphabet.

Therefore, applying this pattern to HAMMER:

HAMMER = GBLNDS

H β†’ G (move 1 letter back in the alphabet) A β†’ B (move 1 letter forward in the alphabet) M β†’ L (move 1 letter back in the alphabet) M β†’ N (move 1 letter forward in the alphabet) E β†’ D (move 1 letter back in the alphabet) R β†’ S (move 1 letter forward in the alphabet)

Hence, the correct code for HAMMER is GBLNDS. Option D is the correct answer.

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Question 89

In a code language, PASTEUR is coded as TPRUASE. How would SEVENTY be coded in that language ?

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To determine the code for SEVENTY, let's analyze the coding pattern based on the given example:

PASTEUR = TPRUASE

P β†’ T (move 3 letters forward in the alphabet) A β†’ S (move 4 letters forward in the alphabet) S β†’ P (move 3 letters back in the alphabet) T β†’ R (move 3 letters forward in the alphabet) E β†’ U (move 3 letters forward in the alphabet) U β†’ A (move 3 letters back in the alphabet) R β†’ E (move 3 letters back in the alphabet)

The pattern alternates between moving 3 letters forward and 3 letters back in the alphabet.

Therefore, applying this pattern to SEVENTY:

SEVENTY = ESYTEVN

S β†’ E (move 3 letters forward in the alphabet) E β†’ S (move 3 letters back in the alphabet) V β†’ Y (move 3 letters forward in the alphabet) E β†’ T (move 3 letters forward in the alphabet) N β†’ E (move 3 letters back in the alphabet) T β†’ V (move 3 letters forward in the alphabet) Y β†’ N (move 3 letters back in the alphabet)

Hence, the correct code for SEVENTY is ESYTEVN. Option D is the correct answer.

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Question 90

If POSTER is coded as 592314 and DARK is coded as 8647, then how will STROKE be coded as ?

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To determine the code for STROKE, let's analyze the coding pattern based on the given examples:

POSTER = 592314 DARK = 8647

P β†’ 5 O β†’ 9 S β†’ 2 T β†’ 3 E β†’ 1 R β†’ 4

D β†’ 8 A β†’ 6 R β†’ 4 K β†’ 7

Based on this pattern, each letter is assigned a specific numerical code: P = 5 O = 9 S = 2 T = 3 E = 1 R = 4 D = 8 A = 6 K = 7

Therefore, applying this code to STROKE:

STROKE = 234971 S β†’ 2 T β†’ 3 R β†’ 4 O β†’ 9 K β†’ 7 E β†’ 1

Hence, the correct code for STROKE is 234971. Option B is the correct answer.

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