Math Problem Statement

The uploaded image contains letter coding problems asking to decode or transform words based on patterns in a specific language.

Solution

I see you've uploaded an image containing multiple letter coding questions. Let me analyze it and help you solve the problems. I'll extract and solve these one by one.

Give me a moment!Let's begin solving the letter coding questions systematically from the image you provided. I'll explain each solution step by step:


1. Question 1:

MADRAS is written as 'OWNHQC'. How will 'SUNDAY' be written in the same code?

  • Logic: Compare letter-by-letter transformation:
    • M → O (+2)
    • A → W (+22)
    • D → N (+10)
    • R → H (+8)
    • A → Q (+16)
    • S → C (+2)

Now, apply the same logic to SUNDAY:

  • S → U (+2)
  • U → W (+2)
  • N → Z (+10)
  • D → V (+8)
  • A → Q (+16)
  • Y → A (+2)

Answer: UWZVQA (Option d).


2. Question 2:

LIGHT is coded as 'ORJSG'. How is WIRE coded?

  • Logic: Compare letter-by-letter transformation:
    • L → O (+3)
    • I → R (+9)
    • G → J (+3)
    • H → S (+11)
    • T → G (+13)

Now, apply the same logic to WIRE:

  • W → Z (+3)
  • I → R (+9)
  • R → U (+3)
  • E → P (+11)

Answer: ZRUP (Option a).


3. Question 3:

RAMEN is coded as 'KIOEV'. What is the code for MODEL?

  • Logic: Compare letter-by-letter transformation:
    • R → K (-9)
    • A → I (+8)
    • M → O (+2)
    • E → E (no change)
    • N → V (+8)

Now, apply the same logic to MODEL:

  • M → K (-9)
  • O → I (+8)
  • D → F (+2)
  • E → E (no change)
  • L → T (+8)

Answer: KIFET (Option d).


4. Question 4:

INCH is coded as 'ZKND'. What is the code for HUGE in that language?

  • Logic: Compare letter-by-letter transformation:
    • I → Z (+17)
    • N → K (-3)
    • C → N (+11)
    • H → D (-4)

Now, apply the same logic to HUGE:

  • H → Z (+17)
  • U → R (-3)
  • G → R (+11)
  • E → A (-4)

Answer: ZRRA (Option c).


5. Question 5:

BOWLER is coded as 'TPNQXC'. What is the code for 'BOWMAN'?

  • Logic: Compare letter-by-letter transformation:
    • B → T (+18)
    • O → P (+1)
    • W → N (-9)
    • L → Q (+5)
    • E → X (+19)
    • R → C (-15)

Now, apply the same logic to BOWMAN:

  • B → T (+18)
  • O → P (+1)
  • W → N (-9)
  • M → Q (+4)
  • A → X (+19)
  • N → C (-15)

Answer: TPNQXC (Option b).


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