Answer:
$210,000
Explanation:
No market value was been given for the bonds.
Therefore the amount attributable to the warrants (shareholders' equity) =
Market price of each warrant was $3 ×50 detachable stock warrants per bond
=$150
Issued $1,400,000/$1,000 bond
=$1,400
Hence:
$150 × 1,400 bonds
= $210,000.
Therefore the amount that the bond should issue if proceeds increase shareholders' equity is $210,000
Answer:
expectations theory
Explanation:
Expectations theory is defined as the prediction of what short-term interest rates will amount to in future based on the current long-term interest rates on an investment.
The theory suggests or states that "an investor will earn the same amount of interest by investing in two consecutive one-year bond investments that in one two-year bond investment".
Simply put, the theory say that one can invest twice in a one year bond and still make the same interest rate as investing once in a two-year bond.
This theory helps investors to make profits faster and even higher through multiple investments on bonds.
Cheers.
The answer to your question would be $4,500.
<h3>Answer:</h3>
Under the periodic inventory system.
What is periodic inventory system?
Under the periodic inventory system, the cost of goods sold determined at the end of an accounting period by adding the net cost of goods purchased to the beginning inventory and subtracting the ending inventory.
Answer:
(a) The estimated cumulative average material cost per square foot for the first five homes is $24.47.
(b) The estimated material cost per square foot for the last (16th) home is $19.34.
Explanation:
(a) If the cost its reduced by 8% every time the number of homes is doubled, we can express the cost of the first five houses as
C1 = C
C2 = C*(1-0.08)=0.92*C
C3 = C2 = 0.92*C
C4 = C2*(1-0.08)=0.92*0.92*C = 0.8464*C
C5 = C4 = 0.8464*C
Then, the average cost of the first five houses is

The estimated cumulative average material cost per square foot for the first five homes is $24.47.
For the 16th home, the number we can estimate that the number of homes double 4 times: at house number 2,4, 8 and 16.
Other way to calculate that is 
We can write the cost of the 16th house as

The estimated material cost per square foot for the last (16th) home is $19.34.