Answer:
$1,248
Explanation:
The current premiums are $975, which is equivalent to 100%. The new premium will increase by 28%.
New premiums will be $975% plus 28%, which is equal to 128% of $975
= $975 x 128/100
=$975 x 1.28
=$1,248
Answer:
The current price of the stock is $68.42
Explanation:
The dividends on a stock that pays a constant dividend and will cease paying dividend after a defined period can be treated as an annuity. The dividends are constant and are paid after equal interval of time and for a defined period of time. To calculate the price of the share today, we will use the formula for the present value of ordinary annuity. The formula is,
Present value = 9.8 * [ 1 - (1+0.11)^-14 / 0.11 ]
Present value or current price of the stock = $68.42
Answer:
D. The breakeven point decreases.
Explanation:
Breakeven point of a business is defined as the point where it's total cost and total revenues are equal, at this point there is no gain or loss. Hen revenue is above this point profit is made, and when revenue is below this point there is loss.
The formula for break-even is
Breakeven point= Total fixed cost/(Sales price per unit- Variable cost per unit)
Since sales price and variable cost is constant, let's say
(Sales price per unit- Variable cost per unit)= constant (k)
So when we cross-multiply in the formula
Breakeven* k= Total fixed cost
It shows that Breakeven point is directly proportional to Total fixed cost.
So a reduction in Total fixed cost will result in a reduction in Breakeven point.
Answer:
Cachita should buy put on yen
Explanation:
Given:
The current spot rate = ¥120.00/$
in US $/¥ = 
or
in US $/¥ = 0.0083
Maturity time = 90 days
Put on Yen Call on Yen
Strike Price 125/$ 125/$
Strike Price in $/¥ 0.008 0.008
Premium 0.00003/$ 0.00046/$
Therefore,
Here the strike price for put on Yen and call on Yen are same
but the premium for Put on Yen is less than the premium for the call on Yen
Therefore, Cachita should buy a put on yen to get the profit from the rise of the dollar
Answer:
the 17,941 units should be produced and sold
Explanation:
The computation of the number of units that should be generated and sold is shown below:
Let us assume the number of units be n
Now as we know that
Total labor cost = variable cost + fixed cost
So the equations are
For labor intensive = $33,8000 + 143 n
And
For capital intensive = $1,244,000 + $92.5n
It could be written as
$1,244,000 + $92.5 n < $338,000 + $143 n
After solving it
n> 906,000÷ 50.5
n>17941
And,
$1,244,000 + $92.5 n < 197 n
After solving it
n>$1,244,000 ÷ 104.5
n>11,904
So the highest is 17,941
Therefore the 17,941 units should be produced and sold