Based on his activities so far, Kim-Lee according to Wright's model of the U.S. class structure, belongs to the<u> Capitalist class. </u>
<h3>What is Wright's model of the U.S. class structure?</h3>
Erik Wright identified four social classes in the United States which are the Capitalists, the Petty Bourgeoise, the Managers, and the Workers.
Kim-Lee is a capitalist because these are the people who own companies and are very wealthy.
Find out more on the U.S. class structure at brainly.com/question/15217100.
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Answer:
A. 0.24
Explanation:
From the question ,
The probability that mutual funds A will rise is 40 % , i.e. , P ( A ) = 0.40
The second statement given is , the probability of rise in B with A , is 60% , i.e. , P ( B | A ) = 0.6
Therefore , to calculate the probability that both funds will increase is given by P( B n A ) .
Since ,
P ( B | A ) = P (B n A) / P(A)
Now, putting the respective values -
0.6 = P(B n A) / 0.4
rearranging ,
P (B n A) = 0.6 * 0.4
P(B n A) = 0.24
probability that both the fund A and fund B will rise in price = 0.24 .
Answer:
Yes
Explanation:
A long term goal can take months or even years to accomplish, instead a Short term goal can take days or weeks.
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Answer:
$2,338
Explanation:
For computing the ending inventory, first we have to determine the average cost per unit, then ending inventory units which are shown below:
= (Beginning inventory units × price per unit + first purchase inventory units × price per unit + second purchase inventory units × price per unit + third purchase inventory units × price per unit) ÷ (Beginning inventory units + one purchase inventory units + second purchase inventory units + third purchase inventory units)
= (11 units × $51 + 15 units × $53 + 21 units × $55 + 17 units × $57) ÷ (11 units + 15 units + 21 units + 17 units)
= ($561 + $795 + $1,155 + $969 ) ÷ (64 units)
= ($3,480) ÷ (64 units)
= $54.375 per unit
Now the ending inventory units would be
= Available units for sale - sale units
= 64 units - 21 units
= 43 units
Now the ending inventory would be
= Ending inventory units × average cost per unit
= 43 units × $54.375 per unit
= $2,338
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