In four o’clock plants, there are three phenotypes for flower color but only two alleles. in one population, q2 = 0.169, and the population is assumed to be in hardy-weinberg equilibrium. the table below shows the number of plants of each phenotype that are expected in a population of 1,000 plants in the next generation.

phenotype
number expected
red flowers
105
pink flowers
484
white flowers
411

in the next generation, what p value is expected?
0.105
0.411
0.516
0.589

The correct answer would be 0.589

The Hardy-Weinberg equation is p + q = 1

In addition, the frequencies of p and q in a Hardy-Weinberg population remain the same generations over generations.

The value of q⁸ is given as 0.169

So, the value of q =  ⇒ 0.411

Thus, the value of p = 1 - 0.411 ⇒ 0.589.

So, the expected value of p would be 0.589

the answer that best describes the relative refractory period in the neuron is the resting membrane potential is restored, but concentrations of sodium and potassium are not restored to their original state.

the refractory period is the time during which another stimulus given to the neuron will not lead to a second potential. thus, because na+ channels are inactivated during this time, additional depolarizing stimuli do not lead to new action potentials.  

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dude i stopped reading after the first 7 words but hey you seem real smart thats awesome have a great day