Answer:
the gross profit of XYZ is $294,000
Explanation:
The computation of the gross profit is shown below:
= Revenue - cost of goods sold
= $485,000 - ($38,000 + $186,000 - $33,000)
= $485,000 - $191,000
= $294,000
Hence, the gross profit of XYZ is $294,000
The above formula should be used for the same
<span>Which one of the following choices is the responsibility of the team leader? Outline the ideas to be discussed. The project manager will set the goal of the project and then the team leader is in charge to help outline to all members what the project should entail. It is important to make sure all members complete their part to have one completed project for everyone on the team to receive the same outcome from. Team </span>settings are great for diversity but all members must work together.
Answer:
7.98%
Explanation:
The Rate of Return (ROR) is the gain or loss of an investment over a period of time compared to the initial cost
Starting year 2, Annual O&M cost in year N = Annual O&M cost in year (N - 1) + $750
Annual net benefit = Annual revenue - Annual O&M cost
In year 10, Annual revenue ($) = 72,000 + 35,000 salvage value = 107,000
Rate of Return (ROR) of Annual net benefit is computed using Excel11 IRR function as follows.
Year (N) Revenue ($) Cost ($) NAB ($)
0 4,50,000 -4,50,000
1 72,000 4,500 67,500
2 72,000 5,250 66,750
3 72,000 6,000 66,000
4 72,000 6,750 65,250
5 72,000 7,500 64,500
6 72,000 8,250 63,750
7 72,000 9,000 63,000
8 72,000 9,750 62,250
9 72,000 10,500 61,500
10 1,07,000 11,250 95,750
ROR of NAB = 7.98%
Answer:
option b) -0.35%
Explanation:
For tax rate = 40%
After after-tax cost of debt = cost of debt × ( 1 - Rate )
= 7% × ( 1 - 0.40 )
= 4.20%
For tax rate = 45%
After after-tax cost of debt = cost of debt × ( 1 - Rate )
= 7% × ( 1 - 0.45 )
= 3.85%
Therefore, the change in cost of debt = 3.85% - 4.20% = -0.35%
Hence,
Correct answer is option b) -0.35%
Answer:
A. The first cash flow of an annuity due is made on the first day of the agreement.
G. The last cash flow of an ordinary annuity is made on the last day covered by the agreement.
Explanation:
The computation is shown below:
As we know that
Future value after 4 years is
= Annual deposit × Cumulative FV factor at 9% for 4 periods of an ordinary annuity
= $6,000 × 4.57313
= $27,439
Therefore the above statements are true and the same is to be considered
Hence, all other statements are incorrect
