Answer:
A) we requiere to fulfill the Vitamint contrains or surpass them A => 12 C=>6
B) we request that instead of fullfilling the vitaming requirement to be 12/6 or more
to be exactly for this amount.
Explanation:
We set up the situation in excel Solver with the following constraing:
1 2 3 4
A 3 3 1 7
B 3 1 1 1
C 12 6 24
C2 = A1*A2 + B1*B2
C3 = A1*A3 + B1*B3
C4 = A1*A4 + B1*B4
common constraing:
C4 min
A1 = integer
B1 = integer
A) constraing
C2 => 12
C3 =>6
B) contraing to achieve the exact value for each vitamin:
C2 = 12
C3 = 6
Answer:
compound interest
Explanation:
compound interest is a practice where the interest earned qualifies to earn more interest. Compound interest is offered on some savings accounts. The interest earned every year is not withdrawn but is added to the principal amount. The principal amount increases at the beginning of every period.
The act of adding interest to the principal, which results in interest earnings on interest, is known as compound interest. Accounts that offer compounding interest are preferred to simple interest accounts. A saved amount in a compound interest account will grow faster as the principal amount will increase every year.
<span>What Supreme Court decision overturned Plessy v. Ferguson?
</span><span>A. Brown v. Board of Education</span>
Answer:
No adjustment in records can be made until the asset is sold.
Explanation:
This is an example of cost concept. Assets are generally recorded at cost and remain on the accounting records at cost until they are disposed of. Future economic condition may change this appraised value, and therefore no adjustment in records can be made until the asset is sold.
Answer:
The required return for the new project is 6.87%
Explanation:
In order to calculate the required return for the new project we would have to calculate the Weighted Average Cost of Capital (WACC) adjusted by risk adjustment factor
.
The Weighted Average Cost of Capital (WACC) = [After Tax Cost of Debt x Weight of Debt] + [Cost of equity x Weight of Equity]
After -tax Cost of Debt = 3.40%
Cost of Equity = 10.80%
Weight of Debt = 0.39
Weight of Equity = 0.69
Therefore, the Weighted Average Cost of Capital (WACC) = [After Tax Cost of Debt x Weight of Debt] + [Cost of equity x Weight of Equity]
= [3.40% x 0.39] + [10.80% x 0.69]
= 1.32% + 7.45%
= 8.77%
The required return for the new project = Weighted Average Cost of Capital – Risk Adjustment Factor
= 8.77% - 1.90%
= 6.87%
The required return for the new project is 6.87%
