1.
Greatest biological problems faced by human beings is:
2.
Which one of the following is the most widely accepted method of contraception in India, as at present?
3.
Common STD in India is
4.
The prenatal technique to determine the genetic disorders in a foetus is called
5.
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"" />"
6.
What is correct about a test tube baby?
7.
NLCP stands for
8.
The main factor of population growth in India is:
9.
Which of the following is a mechanical barrier used in birth control:
10.
Copper-T prevents: