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If p^(2)+2pq+q^(2)=1. Explain this algeb...

If `p^(2)+2pq+q^(2)=1`. Explain this algebraic equation on the basis of Hardy Weinberg's principle.

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Hardy-Weinberg principle explains :

(p_q)^(2)+2pq+q^(2)=1 represents an equation used in

(p_q)^(2)+2pq+q^(2)=1 represents an equation used in

p^(2)+2pq+q^(2)=1 represents an equation used in

With the help of an algebraic equation how did Hardy Weinberg explain that in a given population the frequency of occurrence of alleles of a gene is supposed to remain the same through generations?

(a) How does the Hardy- Weinberg's expression (p^(2) + 2pq + q^(2) = 1) explain that genetic equilibrium is maintained in a population ? (b ) List any two factors that can disturb the genetic equilibrium.

Assertion: Hardy-Weinberg principle explains the variations occurring in population and species over a number of generations. Reason: Hardy-Weinberg principle is applicable only when genetic drift occurs.

If (p+q)^(2)=78 and (p-q)^(2)=50 , what is the value of pq?

If the frequency of occurrence of dominant allele A is p and that of recessive allele a is q. Then according to Hardy Weinberg law q is equal to.

If 3p^2 = 5p+2 and 3q^2 = 5q+2 where p!=q, pq is equal to

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