- A$dt / dN = Nr (\frac{K-N}{K})$
- ✓$dN / dt = rN (\frac{K-N}{K})$
- C$dN / dt = rN$
- D$dN / dt = rN (\frac{N-K}{N})$
$dN / dt = rN (\frac{K-N}{K})$
Where, $N$ = population density at time $t$
$r$ = intrinsic rate of natural increase
$K$ = carrying capacity
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$(a)$ Pro-hormone insulin contain extra stretch of C-peptide
$(b)$ A-peptide and B-peptide chains of insulin were produced separately in E.coli, extracted and combined by creating disulphide bond between them.
$(c)$ Insulin used for treating Diabetes was extracted from Cattles and Pigs.
$(d)$ Pro-hormone Insulin needs to be processed for converting into a mature and functional hormone.
$(e)$ Some patients develop allergic reactions to the foreign insulin.
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