Answer:
$28,100
Explanation:
The computation of the bond interest expense is shown below:
= (Issued amount × interest rate) + (Issued amount - given amount) ÷ time period
= ($450,000 × 6%) + ($450,000 - $439,000) ÷ 10 years
= $27,000 + $1,100
= $28,100
In semi annual period, the interest rate is half and the time period is doubles and the same is shown
Answer: Credit, $45,000
Explanation:
The bond payable is the interest payable on the bond and it's Bond issued value mutiply by issued rate
$50,000 * 9%* 10 years
Available options are:
A. All of the choices are correct.
B. Average fixed costs would increase.
C. Marginal costs would increase.
D. Average variable costs would increase
Answer:
Option B. Average fixed costs would increase.
Explanation:
As the variable cost is the same which means that the marginal cost (All variable costs) would neither increase nor the average variable cost (Average variable cost due to fluctuating variable cost) would increase. Hence both Option C and D are incorrect.
Option B is correct because:
Average Fixed cost = (Initial Value + Value Now) / 2
Average Fixed cost = ($100 + $150) / 2 = $125
This means that the average cost has been increased.
Answer:
Punnet square for hetero v homo (38 1/4) (38 1/4) and (76 1/4+1/4= 76 1/2)
: 38,38,76
Explanation:
The punnet square is commonly used to estimate the genotypes of a given breeding analysis. It is widely used to determine the probability or chances of an offspring have a specific genotype. It is commonly used by biologists for the calculation of the probability of offspring. Based on the available information, the answer is 38, 38, 76.
<span>This study is a randomized control trial (RCT). In an RCT, participants are randomized into one of two groups - an intervention group or a control group. The intervention group receives the treatment of interest to the researchers (in this case, computers and educational software) while the control group does not. This will allow the researchers to examine the effect of the intervention (computers and educational software) on achievement tests scores.</span>
