AA soo=(AA u|s-l)(AA ue_(1)+AA" oos ")" yeur anoly "widehat E

If A=[3,2,1] then A.A' is equal to

What will be the phenotypic ratio in the offsprings obtained from the following crosses. (a) Aa xx aa (b) AA xx aa (c ) Aa xx Aa (d) Aa xx AA Note : Gene 'A' is dominant over gene 'a'.

A cross between AA and aa will produce an F_(1) progeny (a) Genotypically aa, phenotypically A (b) Genotypically AA, phenotypically a (c) Genotypically Aa, phenotypically A (d) Genotypically Aa, phenotypically a

A cross between AA and aa will produce an F_(1) progeny (a) Genotypically aa, phenotypically A (b) Genotypically AA, phenotypically a (c) Genotypically Aa, phenotypically A (d) Genotypically Aa, phenotypically a

If A is a square matrix then "AA" is

Let f(x) lt 0 AA x in (-oo, 0) and f (x) gt 0 AA x in (0,oo) also f (0)=0, Again f'(x) lt 0 AA x in (-oo, -1) and f '(x) gt AA x in (-1,oo) also f '(-1)=0 given lim _(x to oo) f (x)=0 and lim _(x to oo) f (x)=oo and function is twice differentiable. The minimum number of points where f'(x) is zero is: