if HEN = 140 ,then CAP
Answers
Answer:
cap= 360
Step-by-step explanation:
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Given :- If HEN = 140 then CAP = ?
Solution (1):-
Logic :- [(sum of square of all alphabets) - vowel alphabet] / 2 .
Explanation :-
we know that, 1A, 2B, 3C, 4D, 5E, 6F, 7G, 8H, 9I, 10J, 11K, 12L, 13M, 14N, 15O, 16P, 17Q, 18R, 19S, 20T, 21 U, 22V, 23W, 24X, 25Y and 26Z.
→ H = 8 => (8)² = 64
→ E = 5 => (5)² = 25
→ N = 14 => (14)² = 196
so,
→ [(64 + 25 + 196) - vowel(E)] ÷ 2
→ [285 - 5] ÷ 2
→ 280 ÷ 2
→ 140 .
therefore,
→ C = 3 => (3)² = 9
→ A = 1 => (1)² = 1
→ P = 16 => (16)² = 256
so,
→ [(9 + 1 + 256) - vowel(A)] ÷ 2
→ [266 - 1] ÷ 2
→ 265 ÷ 2
→ 132.5 (Ans.)
___________________
Solution (2) :-
Logic :- (Add position of alphabets from left + square of vowel alphabet) * 3 - 1 .
Explantion :-
→ H + E(vowel) + N
→ 8 + (5)² + 14
→ 8 + 25 + 14
→ 47
→ (47 * 3) - 1
→ 141 - 1
→ 140 .
therefore,
→ C + A(vowel) + P
→ 3 + (1)² + 16
→ 3 + 1 + 16
→ 20
→ (20 * 3) - 1
→ 60 - 1
→ 59 (Ans.)
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