Answer:
A. 0.75
Explanation:
The computation of the capacity utilization rate is shown below:
= Actual output ÷ best operating level output
= 300 units ÷ 400 units
= 0.75
It shows a ratio between the actual output and the best operating level output through which the accurate rate can come.
Moreover, it also shows a relationship between the actual output and the best operating level output
Limited writing refers directly to the object or idea portrayed. Pictograms or ideograms call to mind an image or concept that may be expressed in language. The reader does not need to know the language of the writer to translate the signs into his or her own language.
Answer:
The correct answer is could be over- utilized, but for temporarily
Explanation:
Economy resources are those resources or the factors which are used while producing the goods and the services. It could be divided or classified among human resource like management and labor and the non- human resources like technology, land and capital goods.
So, the economy resources could be over- utilized, but for temporarily through adding the shifts as well as running the equipment for longer but the machines could break down and the labor tires, therefore the over utilization cannot be sustained.
Answer:
ke = D1/Po + g
Ke = $1.45/$22.50 + 0.0650
Ke = 0.1294 = 12.94%
Explanation: Cost of equity is a function of dividend in 1 year's time(D1) divided by the current market price(Po) plus growth rate.
Answer:
Annual deposit= $21,568.87
Explanation:
Giving the following information:
You have just turned 30 years old. Every dollar in the plan earns 9 % per year. You cannot make withdrawals until you retire on your 60th birthday.
You will need $ 98,000 per year starting at the end of the first year of retirement and ending on your one-hundredth birthday.
First, we need to calculate the total amount needed at age 60.
Final value= 30years*98,000= $2,940,000
To calculate the annual deposit we need the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (2,940,000*0.09)/[(1.09^30)-1]= $21,568.87