Answer:
By January 1, 2006 the price of the bonds=$50.675 M
Explanation:
The price of a bond at any given time can be expressed as;
Current price=(Annual coupon×((1-(1/(1+r)^i)/r)+ (face value/(1+r)^i)
where;
i-maturity period, from 2005-2006=1 year
r-nominal yield to maturity rate=8%
coupon rate=10%
face value=$50 M
Annual coupon=(10/100)×50 M=5 M
replacing;
Current price=Annual coupon×((1-(1/(1+r)^i)/r + face value/(1+r)^i
(5 M×((1-(1/(1+0.08)^1)/0.08)+50/(1+0.08)^1
(5 M×(1-0.93)/0.08)+46.3
(5×0.875)+46.3=4.375+46.3=50.675 M
By January 1, 2006 the price of the bonds=$50.675 M
<span>If the comp sold for $199,000 but includes a $3000 porch and the subject has no porch, then we subtract the value of the porch to yield a base for the comparable of $196,000. Then, since the comparable has no pool or chimney, we add these values - $8,000 and $2,000, respectively - to that base value to yield an adjusted value of $196,000 + $8,000 + $2,000 = $206,000.</span>
Answer:
3.69
Explanation:
We know,
The productivity in sales revenue/labor expense = 
Given,
Sales revenue = Units sold × Sale price per unit
Sales revenue = 1,217 units × $1,700
Sales revenue = $2,068,900
labor expense = Total labor hours × wage rate per hour
labor expense = 46,672 × $12
labor expense = $560,064
Putting the values into the formula, We can get,
The productivity in sales revenue/labor expense = 
The productivity in sales revenue/labor expense = 3.69
Answer:
equal is the correct answer.
Explanation:
Answer:
second answer
fourth answer
first answer
Explanation:
because,if you want to buy a car,you need to budget your money...it is worth for you to buy it or not...
