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In a certain code language, 'MIXTURE' is written as '117', and 'FLOWER' is written as
'85'. How will 'MERGER' be written in that language?
55
66
86
72
Let’s break it down:
- ‘MIXTURE’ = 117, ‘FLOWER’ = 85. We need to find the logic.
- Try adding up the letter values (A=1, B=2, ... Z=26):
MIXTURE:
M(13) + I(9) + X(24) + T(20) + U(21) + R(18) + E(5) = 13+9+24+20+21+18+5 = 110
That’s not 117, but wait—what about multiplying the number of letters? MIXTURE has 7 letters. 110 + 7 = 117.
FLOWER:
F(6) + L(12) + O(15) + W(23) + E(5) + R(18) = 6+12+15+23+5+18= 79
Add letters (6), 79+6 = 85.
- The code is sum of letter values + number of letters.
Now apply to ‘MERGER’:
- M(13)+E(5)+R(18)+G(7)+E(5)+R(18) = 13+5+18+7+5+18 = 66
- Number of letters in MERGER = 6.
- So 66+6 = 72
So the code for ‘MERGER’ is 72.
Option 4: 72 is correct.
The other options:
- 55: Way too low (sum of values without adding letters).
- 66: That’s just sum of letter values.
- 86: Too high, doesn’t fit the code.
You nailed it. The logic is sum of letter values plus the number of letters.
By: santosh ProfileResourcesReport error
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