Answer:
Option B
Step-by-step explanation:
It is given that red is dominant color and white is recessive color
Let the red color be represented by "W" , then the white color will be represented by "w"
It is given that
% of the flowers are red in color phenotypically.
Now let us assume that the given population is in Hardy Weinberg's equilibrium.
Then, as per the second rule of Hardy Weinberg,

Here
and
represent homozygous and heterozygous red flowers
Therefore, white recessive flowers genotype frequency would be

Frequency of recessive allele is equal to

Frequency of dominant allele is equal to

Now Frequency of dominant genotype "WW" is equal to

Frequency of heterozygous red genotype "Ww"
