Answer: If Sheila had a reasonable belief that she was telling the truth, Jacobi can rescind the contract, but he cannot collect damages.
Explanation: From the given text it can be concluded that Sheila did not intend to deceive Jacobi, that is, she was telling the truth when she claimed that the sofas were in good condition, except that the only issue was that the fabric on the sofas was slightly worn. Because this is an unintentional mistake, that is, Sheila's claim that everything else with the sofas is okay, Jacobi can rescind the contract but cannot collect damages.
If you have samples of n 1 equals 22 and n 2 equals 20, in performing the pooled-variance t test, you have 40 degrees of freedom.
The t-test method is a method where we analyze two sets of data which both these data are independent of each other. This pooled variance test helps us in getting the overall variance in both these different sample sets when we know that both the sample sets are almost equal.
To calculate degrees of freedom, we have the formula
df = n1 +n2 -2
According to the question, n1= 22 and n2= 20
Therefore, degree of freedom= 22 +20 -2 = 40
Hence, degree of freedom is 40.
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Question options:
A. Don't worry about it, it will get done
B. Are there any other items of new business?
C.yeah that's a problem, but I'm really worried about getting this meeting over with
D. The fact that our deadline is approaching worries you?
Answer:
C.yeah that's a problem, but I'm really worried about getting this meeting over with
Explanation:
Sieburg and Larson describe confirming and disconfirming responses as responses that can positively(confirming response) or negatively(disconfirming response) affect a person's self worth.
The above is a tangential response which is a type of disconfirming response that initially starts out responding to a person's statements but then changes the topic, expressed in, "...but I'm really worried about getting this meeting over with".
<span>he was mad He sent troops overseas to the colonies to overwhelm the </span>revolutionaries and to restore order.
False. You must first
investigate the person or institution before making any conclusions or judgments.
Believing in reputation alone is not enough.
Some people get a bad reputation due to the smear campaigns of others in
an attempt to discourage any kind of support.
