| X | Y | ||
| I. | Vitamin A | i. | Muscular weakness |
| II. | Vitamin D | ii. | Increased blood clotting time |
| III. | Vitamin E | iii. | Night-blindness |
| IV. | Vitamin K | iv. | Osteomalacia |
Vitamin A deficiency causes Night-blindness (iii).
Vitamin D deficiency leads to Osteomalacia (iv).
Vitamin E deficiency results in Muscular weakness (i).
Vitamin K deficiency causes Increased blood clotting time (ii).
Vitamin A → Night-blindness (iii)
Vitamin D → Osteomalacia (iv)
Vitamin E → Muscular weakness (i)
Vitamin K → Increased blood clotting time (ii)
The correct answer is Option B: I - iii, II - iv, III - i, IV - ii.
Let's analyze the relationship between Vitamin X and the corresponding symptoms or deficiencies:
1. Vitamin A: Vitamin A deficiency leads to Night-blindness (iii).
2. Vitamin D: A deficiency of Vitamin D causes Osteomalacia (iv), which is characterized by softening of the bones.
3. Vitamin E: A deficiency of Vitamin E can lead to Muscular weakness (i), as it is involved in muscle function.
4. Vitamin K: Vitamin K is essential for blood clotting. A deficiency results in Increased blood clotting time (ii).
Thus, the correct matching is:
- I – iii: Vitamin A causes Night-blindness.
- II – iv: Vitamin D causes Osteomalacia.
- III – i: Vitamin E causes Muscular weakness.
- IV – ii: Vitamin K causes Increased blood clotting time.
The correct answer is: \({\text{(D) I – iii, II – iv, III – i, IV – ii}}\)

Find out the sequence of amino acids from N-terminal to C-terminal in given polypeptide chain. 
How many tripeptides are possible when following three amino acids make tripeptide? (No amino acid should repeat twice)
(A) Glycine
(B) Alanine
(C) Valine
Given below are two statements:
Statement I: Arginine and Tryptophan are essential amino acids.
Statement II: Glycine does not have any chiral carbon.
In the light of the above statements, which is the correct option?
Match the following:
In the following, \( [x] \) denotes the greatest integer less than or equal to \( x \). 
Choose the correct answer from the options given below:
For x < 0:
f(x) = ex + ax
For x ≥ 0:
f(x) = b(x - 1)2