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In a certain code language, 'BAG' is coded as '71', and 'VICE' is coded as '69'. How will
'LIKE' be coded in that code language
71
76
68
65
Here’s the thing: to crack this, we need to figure out the rule behind the numbers.
- Let’s look at 'BAG' = 71.
- B = 2, A = 1, G = 7 (alphabet positions).
- Add those: 2 + 1 + 7 = 10.
- But 10 isn’t 71.
- Try letters’ values multiplied: 2 × 1 × 7 = 14.
- Still doesn’t match.
- Reverse order? Not matching either.
- Let's switch to 'VICE' = 69.
- V=22, I=9, C=3, E=5.
- 22+9+3+5 = 39.
- 22×9×3×5 = 2970.
- That’s not 69.
- What if they counted letters backwards?
- For 'BAG': B=2, A=1, G=7 (normal).
- Reverse code: Maybe positions of letters in reverse alphabet?
- Let's check.
- B is 25th from Z, A is 26th, G is 20th.
- 25+26+20=71. That’s it.
That's the trick: sum of the reverse alphabetical positions.
Now, 'LIKE':
- L: From A, L=12. From Z: 26-12+1=15.
- I: 9th; from Z: 18.
- K: 11th; from Z: 16.
- E: 5th; from Z: 22.
- 15 + 18 + 16 + 22 = 71.
Let’s break down options:
- Option 1: 71. This one works for 'LIKE'.
- Option 2: 76. Doesn’t match.
- Option 3: 68. Not right.
- Option 4: 65. Not right either.
So, the right answer is Option 1, 71.
Option: 1 – 71
By: santosh ProfileResourcesReport error
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