Answer:
160
Explanation:
Data provided in the question:
Population of fruit flies = 1000
Population with red eyes = 640
Now,
q² for the population = 360 ÷ 1000 = 0.36
or
q = √0.36
or
q = 0.6
Therefore,
p = 1 − q
= 1 - 0.6
= 0.4
Hence,
The homozygous dominant frequency = p² = 0.4 × 0.4
= 0.16
Individuals we would expect to be homozygous for red eye color
= p × population
= 0.16 × 1000
= 160
Answer:
delay constrained and easier path also
Explanation:
The congruence with our moral experience is the criterion of moral adequacy.
<h3>What does virtue ethics mean?</h3>
Virtue ethics is perhaps the world's oldest ethical system, with roots in Ancient Greece. It defines good behaviours as those that exemplify virtuous character attributes such as courage, loyalty, or knowledge. A virtue is an inclination to act, think, and feel in particular ways.
<h3>What should be the moral question according to virtue ethics?</h3>
- The key moral question is: What type of person should I be?
- Even though this question appears straightforward, people would be unable to answer it without first identifying essential factors such as the society's ethical standards, the personalities and desires that they have, and the good improvements that they aim to make for their society.
Learn more about virtue ethics here:
brainly.com/question/9520498
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The correct question is: "Virtue ethics says that which determines if an action is right is if a virtuous person would do it based on their judgment. Given this feature, which of the criteria of moral adequacy does virtue ethics satisfy"
Answer: The correct answer is : True
Explanation: Insurance reimbursement is typically based on "medical necessity". UCR fees for commercial insurers are established by the federal government. The birthday rule says that the health plan of the parent whose birthday is first in the calendar year is primary coverage for the children, and the plan of the parent with the later birthday is be secondary. The birthday rule goes by month and day, not year.
Answer:
i dont have any words for this super hard question
