Answer:
1144.95$
Explanation:
375.40 was given every week so multiply by 3 and I got 1126.20.. now annually is the key work and annually means per month so I divide 22500 by 12 and got 18.75. last, I added 18.75 a d 1126.95 and got 1144.95!! Hoped explained well!!
Answer:
The correct answer is: No, this situation is impossible.
Explanation:
To begin with, in the reality the situation with the demand curve is all the opposite. The <em>law of demand</em> establishes that there is an indirect relationship between the price of a product and its quantity demanded in the market, therefore that when the price of a good increases then its quantity demanded decreases. And it is by logic as well, because no one will buy more of something if the products is more expensive than it was before. Therefore that the situation in the text is impossible and it could only be opposite.
Answer:
Deferred tax is increased by $130 million
Explanation:
We have given income = $400 million
Company is subject to a tax rate of 40 %
So tax rate = 40 %
So current Tax = $400×40%= $160 Million
Decrease in deferred tax assets of 50 million result in increase in tax expense
Hence total Tax Expense= $160+$50= $210 Million
But it is given that expense is only $80 million
So change in deferred tax is increases by = $210 - $80 = $130
So deferred tax is increases by $130 million
Answer:
c. $76.48
Explanation:
The value of the stock is the present value of future cash flows
First, calculate each year's dividend
First year dividend = D1 = D0 x ( 1 + first year growth rate ) = $2.25 x ( 1 + 30% ) = $2.925
Second year dividend = D2 = D1 x ( 1 + Second year growth rate ) = $2.925 x ( 1 + 10% ) = $3.2175
Second year dividend = D3 = D2 x ( 1 + Second year growth rate ) = $3.2175 x ( 1 + 5% ) = $3.378375
Now calculate the present value of each year's dividend
Present value of D1 = D1 / ( 1 + required return )^1 = $2.925 / ( 1 + 9.00% )^1 = $2.6834
Present value of D2 = D2 / ( 1 + required return )^2 = $3.2175 / ( 1 + 9.00% )^2 = $2.7081
Present value of D3 = [ D3 / ( Required return - Growth rate ) ] / ( 1 + required return )^2 = [ $3.378375 / ( 9.00% - 5.00% ) ] / ( 1 + 9.00% )^2 = $71.0878
Now take the sum of the present value of all the dividends to calculate the value of stock
Value of Stock = Sum of Present value of all dividend = Present value of D1 + Present value of D2 + Present value of D3 = $2.6834 + $2.7081 + $71.0878
Value of Stock = $76.4793
Value of Stock = $76.48
