Tell them to wait patiently, and give them a
drink
Answer:
$60,000
Explanation:
The computation of the estimated manufacturing overhead is shown below:
Estimated manufacturing overhead = Direct labor hours × predetermined overhead rate
where,
Direct labor hours = Total Direct labor cost ÷ Cost per hour
= ($100,000 × 75%) ÷ ($5)
= 15,000 direct labor hours
Now the estimated manufacturing overhead equal to
= 15,000 direct labor hours × $4
= $60,000
Answer:
New Beta = 1,17
Explanation:
Portfolio # Beta NEW Beta
$ 5.000 1 1,00 2,00
$ 5.000 2 1,12 1,12
$ 5.000 3 1,12 1,12
$ 5.000 4 1,12 1,12
$ 5.000 5 1,12 1,12
$ 5.000 6 1,12 1,12
$ 5.000 7 1,12 1,12
$ 5.000 8 1,12 1,12
$ 5.000 9 1,12 1,12
$ 5.000 10 1,12 1,12
$ 5.000 11 1,12 1,12
$ 5.000 12 1,12 1,12
$ 5.000 13 1,12 1,12
$ 5.000 14 1,12 1,12
$ 5.000 15 1,12 1,12
$ 5.000 16 1,12 1,12
$ 5.000 17 1,12 1,12
$ 5.000 18 1,12 1,12
$ 5.000 19 1,12 1,12
$ 5.000 20 1,24 1,24
$ 100.000 1,12 1,17
Answer:
A share of this stock be worth$ 21.88 four years from now
Explanation:
Amount of annual dividend that will be paid the next year = $ 2.05
increase in dividend by 3.5% = 
= increase by a factor of 1.035
Since there is a 14% return, overall increase in dividend = 
= 9.857
<em>Note:</em>
<em>0.035 was obtained from </em>
<em>= 0.035 (dividend increase)</em>
<em>0.14 was obtained from </em>
<em> = 0.14 (percentage return required)</em>
over the next 20 years his new value of dividend will be
New value of dividend = $2.05 + 9.857 = 11.907
Converting to a percentage,
= 1.1907
Net dividend increase =
Dividend returns minus increase in dividend for 20 years is given as
14% - 3.5% = 10.5%
From the above, the
Worth of a share of his stock 4 years from now can be computed by
(dividend X Percentage increase in 20 years)/ net percent dividend increase + (increase in 4 years/ net dividend increase) X 100
+ 
× 100 =$21.88
∴ A share of this stock be worth$ 21.88 four years from now
Answer:
The correct answer is letter "E": deliver goods in conformity with the contract.
Explanation:
The perfect tender rule states that in a sales contract of goods, the seller must provide the buyer with the products that match perfectly the buyer's need. This rule is opposed to the <em>substantial performance</em> that states that at least part of the contract agreed must be fulfilled so that it can be considered legit.
