The correct answer would be "hardiness".
Hardiness in Psychology is described as a blend of three states of mind (responsibility, control, and test) that together give the valor and inspiration expected to divert distressing conditions from potential disasters into open doors for self-awareness. In the given situation, Leila feels control over her life and feels happy though there are present bumps in her life, which is the main description of Hardiness.
I will answer one of them because I only know one answer :
A dictatorship is a government by a dictator.
Hope it helped
❤️Lots of love - Raisa !
Speaker 1: The will of the people is what is best for society.
Speaker 2: People exchange some of their individual freedoms for protection by the government.
Speaker 3: Governments should be divided into branches that are <span>separate but equal.
</span>Speaker 4: Governments derive their powers from the consent of the <span>people.
The </span><span>Baron de Montesquieu would most likely agree with the Speaker 3, as it was Montesquieu who theorize first that a government should be divided into branches that are separated but equal (the three branches should be executive, legislative and judiciary), in order to avoid that one of the three could acquire more power than the other and as a form of control of democracy.</span>
Exactly <span>1,538,022 people in America were slaves in 1820.</span>
Answer:
Mean of sampling distribution=3.5
Standard error of sampling distribution=0.219
Explanation:
We know that
The average of catching fish per fishing trip=μ=3.5
and
The standard deviation of catching fish per fishing trip= σ=1.2.
We have to find the mean and standard error of sampling distribution of 30 fishing trips i.e. μxbar=? and σxbar=?
Mean of sampling distribution=μxbar=μ=3.5
Standard error of sampling distribution=σxbar=σ/√n
Standard error of sampling distribution=σxbar=1.2/√30
Standard error of sampling distribution=σxbar=1.2/5.4772
Standard error of sampling distribution=σxbar=0.219
Thus, the mean and standard error for a sampling distribution of 30 fishing trips are 3.5 and 0.219.
