The correct answer that would best complete the given statement above would be the last option. <span>Herzberg's research purposefully directed managerial thinking to </span>develop interesting jobs which might require problem solving and decision making. The aim of this research is to <span>help managers create jobs where employees would feel more fulfilled. </span>Hope this answer helps.
Answer:
The company is NOT in anyway required to either make, offer or provide accommodations to Kim
Explanation:
Based on the information given the company is NOT in anyway required to either make, offer or provide accomodations to Kim reason been that the ADA only tend to applies to companies which has either 15 employees or employees that are higher or more than 15 employees in which the accounting firm which Kim work for did not fall under the category as well as the coverage of the act because the accounting firm is a small firm which we were told consist of 2 managing partners, 6 accountants as well as 4 secretaries making them 12 employees in total.
Therefore the company is NOT required to provide any accomodations to Kim
Answer:
$60 per unit
Explanation:
Total overheads:
= Overheads of fabrication department + Overheads of assembly department
= $90,500 + $109,700
= $200,200
Total labor hours:
= Blinks + Dinks
= (1,013 × 4) + (1,859 × 5)
= 4,052 + 9,295
= 13,347
Overhead rate per hour = Total overheads ÷ Total labor hours
= $200,200 ÷ 13,347
= $15 per hour
Total overhead cost for blinks:
= Total hours for blinks × rate per hour
= 4,052 × $15 per hour
= $60,780
Overhead cost per unit for Blinks:
= Total overhead cost for blinks ÷ Total units
= $60,780 ÷ 1,013
= $60 per unit
Answer:
Results are below.
Explanation:
<u>To calculate the price of each bond, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
<u>Bond X:</u>
Coupon= (0.11/2)*1,000= $55
YTM= 0.09/2= 0.045
Years to maturiy= 11 years
Bond Price= 55*{[1 - (1.045^-11)] / 0.045} + [1,000/(1.045^11)]
Bond Price= 469.1 + 616.2
Bond Price= $1,085.3
<u>Bond Y:</u>
Coupon= (0.09/2)*1,000= $45
YTM= 0.11/2= 0.055
Years to maturiy= 11 years
Bond Price= 45*{[1 - (1.055^-11)] / 0.055} + [1,000/(1.045^11)]5
Bond Price= 364.16 + 554.91
Bond price= $919.07
Answer:
$60 million
Explanation:
The computation of the value of operations after the repurchase is shown below:-
Total corporate value = Value of operation + marketable securities
(5 × $15 million) = Value of operation + $15 million
$75 million = Value of operation + $15 million
Value of operation = $75 million - $15 million
= $60 million
We simply applied the above formula so that the firm's value of operations after the repurchase could come
