Five students Kunal, Bhumi, Mridula, Vikas and Gitika study in five different…

• Students: Kunal, Bhumi, Mridula, Vikas, Gitika

• Schools: T, U, V, W, X

• Colours: red, yellow, blue, pink, green

• Bhumi → school X; Bhumi ≠ pink, ≠ red.

• The student who likes green is from school T.

• Kunal → blue.

• Mridula ≠ T, ≠ W.

• Vikas ≠ W and Vikas → red.

Step 1 — Fix obvious colours and schools

• Bhumi is in X and cannot be pink/red/green (green must be T and Bhumi is X). Blue and red are taken by Kunal and Vikas, so Bhumi must be yellow.
  ⇒ Bhumi = X, yellow.

• The green → T constraint: Kunal is blue, Vikas is red, Bhumi is X — so green cannot be any of them. Mridula cannot be T (given). Therefore the only remaining student for green/T is Gitika.
  ⇒ Gitika = T, green.

Step 2 — Place Kunal

• Mridula ≠ W and Vikas ≠ W, so the only student who can be in W is Kunal.
  ⇒ Kunal = W, blue.

Step 3 — Remaining assignments

• Remaining schools: U and V for Mridula and Vikas.

• Remaining colour (besides red, blue, yellow, green) is pink, so Mridula = pink and Vikas = red (already known).

Final check — ambiguity
All given clues are satisfied, but there is no clue that distinguishes whether Mridula is in U and Vikas in V, or Mridula in V and Vikas in U. Both assignments fit every constraint.

So the problem does not uniquely determine who is from school V. There are two valid possibilities:

• Possibility A: School V = Vikas, and he likes red.

• Possibility B: School V = Mridula, and she likes pink.

Conclusion: With the information provided the answer is ambiguous — school V could belong either to Vikas (red) or to Mridula (pink). If there is an extra clue (for example “Vikas is from U” or “Mridula is from V”), that would make the assignment unique.