<span><span>Cayuga </span><span>Mohawk </span><span>Oneida </span><span>Onondaga </span><span>Seneca </span><span>Tuscarora I think thats correct</span></span>
Answer:
approximately 2 weeks
Explanation:
Assuming normal distribution, we have
mean m = 30.8
standard deviation s = 2.6
The standard random variable is given by Z = (x - 30.8)/2.6
where x denotes the number of cases lost
we are to evaluate probability of losing more than 36 i.e P(x > 36)
This will be P(Z > (36 - 30.8)/2.6) = P(Z > 2)
using the z-score table, we have this probability to be 0.0228
so the number of weeks is given by 52*0.228 = 1.19
which is approximately 2
According to the module, the best source for information about graduate programs in psychology is:
- C. Graduate Study in Psychology by APA
<h3>
What is the best source of information?</h3>
The best source of information is that which contains reliable information on a subject matter. This well of information has seasoned authors who have a vast knowledge of the topic being discussed.
To get the most reliable information on graduate programs in Psychology, it will be best to consult the Graduate Study in Psychology by APA.
Learn more about the best source of information here:
brainly.com/question/3079799
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<span>A culture which values being productive and keeping busy tends to be classified by kluckhohn and strodtbeck's value orientation as having a SOCIAL VALUE orientation to human activity.
The theory states that all humans try to solve the same universal problems but differences in culture and values result to different choices of solutions.</span>
Answer:
St Lawrence River Valley
Explanation:
The St Lawrence River Valley is a farmland area that was also rich in fur resources because there was a lot wild game roaming the sorrounding forests. This is the area were the French began to settle, and in fact, in forms the core region of modern day Quebec.
This area was hotly contested by the French and the Native Americans, leading to constant conflict, which were ultimamtely won by the French settlers.
