Answer:
a) 13.704%
b) 3.704%
Explanation:
Development of composite snowboard = 4 years
Total cost / investment = 250,000 * 4 = $1,000,000
Annual cash flows ; $200,000 for 10 years
discount rate = 10%
cash flow at t = 0 = ( Total cost / investment ) = - $1,000,000
<u>a) calculate the IRR for the snow board </u>
attached below is the calculation using online tool
IRR = 13.704%
<u>b) maximum deviation allowable in cost of capital</u>
maxi deviation = IRR - r
= 13.704% - 10% = 3.704%
<span>I have not been an appointee of employee of any regulator at any point in the past two years. I have worked as an independent contractor for a computer company for the last 5 years. Since a regulator company is one that usually involves systematic schemes and benefits to the employee, my emoployer would not fall into the category.</span>
Answer:
The demand and the supply of loanable funds both remained the same.
Explanation:
If the interest rates rise, but both demand and supply of loanable funds remanin constant, this means that demand and supply remained the same.
This would be a problem in the real world, because when interest rates rise, what should happen is that the supply of funds rise, while demand falls, because a rise in interest rates makes investment more expensive since interset rates are simply the price of the loanable funds.
Answer:
The equilibrium price falls and quantity increases
Explanation:
When the supply of food rises without a corresponding increase in demand , there would be an excess supply.
When there's excess supply, prices fall and the quantity produced rises.
I hope my answer helps you
Answer:
The correct option is b. The income from continuing operations is $1141000.
Explanation:
Based on the information given we were told that the tax rate is 30% while the income before income taxes was $1,630,000 which means that the The income from continuing operations is $1141000 calculated as:
Income from continuing operations=[$1,630,000-(30%*$1,630,000)]
Income from continuing operations=$1,630,000-$489,000
Income from continuing operations=$1,141,000
