Exam Details

Subject pharmaceutical technology—i
Paper
Exam / Course bachelor of pharmacy
Department
Organization Mizoram University
Position
Exam Date November, 2018
City, State mizoram,


Question Paper

BPH/V/41
Professional Course Examination, November 2018
Pre-CBCS
5th Semester
BACHELOR OF PHARMACY
Paper No. 41
Pharmaceutical Technology—I
Full Marks 40
Time 2 hours
The figures in the margin indicate full marks for the questions
Answer any eight questions
1. Explain the physical stability of suspension. 5
2. Briefly giving examples, write a short note on additives added in
pharmaceutical liquid preparation. 5
3. How does the drug penetration occur through the skin? Explain. 5
4. Define displacement value. Classify and elaborate suppository bases and
their selection.
5. With suitable example, explain the importance and applications of plasma
substitute. 5
6. Give the uses of human fibrin foam. Discuss in detail the collection and
preparation of dried human serum.
/495 1 Contd.
7. Write in detail the formulation aspects of shampoo. 5
8. Write a note on the quality control parameters of pharmaceutical aerosol. 5
9. Classify and discuss in detail the types of aerosol system. 5
10. Write notes on any two of the following 2½×2=5
Depilatories
Sunscreen preparation
Tincture
Nail polish


Other Question Papers

Subjects

  • anatomy, physiology and health education—i
  • basic electronics and computer applications
  • biopharmaceutics and pharmacokinetics
  • communication skills
  • general and dispensing pharmacy
  • human anatomy and physiology—i
  • medicinal chemistry—i
  • pathophysiology of common diseases
  • pharmaceutical analysis—i
  • pharmaceutical analysis—iii
  • pharmaceutical biochemistry
  • pharmaceutical business management
  • pharmaceutical inorganic chemistry
  • pharmaceutical technology—i
  • pharmaceutical unit operation—ii
  • pharmaceutics—i
  • pharmacognosy—ii
  • pharmacognosy—iv
  • pharmacognosy—vi
  • pharmacology—ii
  • pharmacology—iv
  • physical pharmacy—i
  • remedial biology
  • remedial mathematics