Answer:
108,280.22
Explanation:
Certainty equivalent is solved by taking the inverse utility function from the expected utility of a random wealth variable
U(x) = x^1/4
U^-1(x) = x^4
U^-1(x) === x^4
CE(x) = x^4
Salary Bonus Total income U(x)= x^(1/4) P(x) U(x)*P(x)
80000 0 80000 16.82 1/7 2.4
80000 10000 90000 17.32 1/7 2.47
80000 20000 100000 17.78 1/7 2.54
80000 30000 110000 18.21 1/7 2.6
80000 40000 120000 18.61 1/7 2.66
80000 50000 130000 18.99 1/7 2.71
80000 60000 140000 19.34 1/7 <u>2.76</u>
Sum <u>18.14</u>
CE(x) = 18.14^4
CE(x) = 108280.22
So therefore, the certainty equivalent of this job offer is 108,280.22
Answer: c. $20,000
Explanation:
The Loss on Realization is monies accrued after assets have been sold off at less than their original value and in Calculating it, the following formula is used,
Loss on realization = Total Capital Balances after payment of liabilities minus - balance
Slotting in the figures therefore we have,
Loss on realization = $40,000 + $70,000 - $80,000
= $30,000 was the total loss on Realization
Seeing as Antonio and Barbara are partners who share income in the ratio of 1:2 we allocate to Barbara as follows,
Barbara = $30,000 * 2/(1+2)
= $20,000
Therefore option C is correct.
Answer:
nepal
Explanation:
reason for export: to sell the product in different places
Answer:
d. $6,120 U
Explanation:
Calculation to determine the materials price variance for the month
Using this formula
Materials price variance = (AQ × AP) – (AQ × SP)
Let plug in the formula
Materials price variance = $138,600 – (7,200 meters × $18.40 per meter)
Materials price variance = $138,600 – $132,480
Materials price variance = $6,120 U
Therefore Materials price variance is $6,120 U
Answer:
Jackie's income, as she now needs to buy Converse and will have less to spend on other goods.
Explanation:
Jackie is a fashionista and so she would respond to trends. Since everyone around her is wearing converse, she would want to wear converses too. so her income would be affected as it would be reduced as she would buy the converse.