In a code language, 'PIG' is coded as 29 and 'COW' is coded as 38. How will 'CAMEL' be coded in the same language?

To find how the word 'CAMEL' is coded, we need to analyze the pattern used to code the words 'PIG' and 'COW'.

Step 1: Understand the coding logic
Let us assign each letter of the alphabet its standard numerical position (where A = 1, B = 2, C = 3, ..., Z = 26).
The pattern applied here is:
Code = (Sum of alphabetical positions of all letters) - (Total number of letters in the word)

Step 2: Verify the logic with the given examples

For the word 'PIG':
The alphabetical positions are:
P = 16, I = 9, G = 7
Sum of the positions:
$16+9+7=32$
Subtracting the number of letters in 'PIG' (which is 3):
$32-3=29$
This matches the given code of 29.

For the word 'COW':
The alphabetical positions are:
C = 3, O = 15, W = 23
Sum of the positions:
$3+15+23=41$
Subtracting the number of letters in 'COW' (which is 3):
$41-3=38$
This matches the given code of 38.

Step 3: Apply the logic to the word 'CAMEL'
The alphabetical positions are:
C = 3, A = 1, M = 13, E = 5, L = 12
Sum of the positions:
$3+1+13+5+12=34$
Subtracting the number of letters in 'CAMEL' (which is 5):
$34-5=29$

Therefore, the word 'CAMEL' will be coded as 29.