The mean of the sampling distribution is
The mean of a sampling distribution is the population mean from which values are sampled. For a population of mean μ, the mean of the sampling distribution is
∴
From the parameters given:
- Suppose that independent random samples of 50 species-a flowers
- and 100 species-b flowers are selected
where;
- = sample proportion of blue specie-a
- = sample proprotion of blue specie-b
The mean of the sampling distribution of is
Learn more about mean of the sampling distribution here:
brainly.com/question/12892403
Answer:
I Agree with the statement
Explanation:
I agree with the statement "The progress of the world will call for the best that all of us have to give." In this world everyone has opportunities to be a good person and if they are willing enough they will do something about it like if someone is it by a car all it takes is a good person to save their lives so if there are good people good acts will come to them
You are welcome
Answer:
The velocity of the car is 80kmph towards north.
Explanation:
velocity = distance/time
= 160/2
= 80
Answer:
True
Explanation:
Chronemics can be briefly and generally defined as the study of human tempo as it related to human communication. More specifically, chronemics involves the study of both subjective and objective human tempos as they influence and are interdependent with human behavior.