First of all, Heatchliff does not have feelings <em>for </em>Hindley, he rather has feelings against Hindley and very strong and negative ones at that. Psychologically speaking, Heathcliff shows a very vengeful sadism against Hindley as he comes back a well off man who manipulates Hindley's gambling and drinking addictions in order to financially ruin him and have him mortgage Wuthering Heights to Heathclif in order to pay off his gambling and drinking debts. This will result in HIndley's death later in the story.
It means that Japan's industry required are big sum of money and financial ressources to produce their goods.
The loyalist wanted to keep Britain in charge, but the patriot wanted America's freedom. So, they were both LOYAL to their countries. <span />
The correct answer is B.
<u>Therefore the appropiate null and alternative hypothesis are the following:</u>
. H 0 : p 1 = p 2
H 1 : p 1 ≠ p 2
The aim of the test would be to conclude whether H0 should be rejected or not at a 10% significance level.
<u>In this case a billateral significance test needs to be conducted,</u> as such a test consists on testing the equality of the test value with a given value. In this case the H0 would be rejected if the test value is significanly different, both in the case that it is superior or inferior.
On the contrary, an unilateral significance test would have been conducted if aiming to check whether a value is superior or equal to the test value (left unilateral) or inferior or equal to this value (right unilateral).
Then, the result of the test is the one stated: rejecting H0 at the 10% significance level.
Answer:
a. demonstrated confirmation bias.
Explanation:
Confirmation bias: In psychology, the term confirmation bias is also referred to as confirmatory bias. It is the propensity of an individual to interpret or understand a particular piece of information in a way that satisfies or confirms his or her preconceptions and this often leads to creating statistical errors.
In confirmation bias, a person may lead to holding false beliefs that have no real evidence.
In the question above, Cynthia has demonstrated confirmation bias.
