Securing a seat in Osmania University or JNTU Hyderabad with a CPGET rank of 433 for Biochemistry, Environmental Science, Forensic Science, Genetics, or Microbiology is quite possible.

These universities are renowned for their science programs, and your rank indicates a strong performance. However, the final decision depends on several factors:

Yes, there are entrance exams for admission to M.Sc. in Medical Biochemistry programs in various universities and institutes across India. The specific entrance exam may vary depending on the institution. Some of the common entrance exams include:

1. AIIMS PG Entrance Exam

- Conducted by the All India Institute of

Hi there,

Yes certainly you can get an admission in one of the nits at this rank and in your reservation quota.

Getting an admission in the top institutions like the nits depend on the several factors like the cutoffs and the various student participating in the examination.

At this

If you have failed in Physics but have passed in Biology, Chemistry, and Computer Science, you may still be eligible for certain courses, depending on the specific requirements of the institutions. Some colleges allow students to apply with a compartment or supplementary in one subject, while others may have specific

Hello,

For admission to Medical Biochemistry in GMC (Government Medical College), follow these steps:

1. Meet eligibility criteria: BSc degree in relevant field (Biochemistry, Chemistry, Life Sciences).

2. Appear for entrance exams: NEET-PG, GATE, or state-level exams.

3. Check GMC website for admission notifications.

4. Fill application form.

5. Attach

Hello aspirant

You can pursue msc biochemistry after completing physiotherapy course.

Eligibility for msc biochemistry is that the candudate muat have bachelor's degree in biochemistry or relevant subject with minimum 50% marks .

Entrance exam - Exam conducted by university _ CUET pg,  Amity jee , GSAT , BHU PET

Correct Answer: 5

Solution : Divisor = 56, Remainder = 29
Let D = Dividend, R = Remainder, Q = Quotient
$(56\times Q)+29 = D$ ---(1)
$R=\frac{D}{8}$ ---(2)
Solving equation (1) and equation (2), we get
$R=\frac{(56\times Q)+29 }{8}$
⇒ $R=\frac{(56\times Q)}{8}+ \frac{29}{8}$
⇒ $R=7Q+ \frac{24+5}{8}$
⇒ $R=(7Q+3)+ \frac{5}{8}$ (Dividing