Answer:
12.18%
Explanation:
Present value = $34,700
Future Value = $173,500
Time (n) = 14 years
Interest Rate = i
Future Value = Present Value * (1+i)^n
$173,500 = $34,700 * (1 + i)^14
(1 + i)^14 = $173,500/$34,700
(1 + i)^14 = 5
1 + i = 5^(1/14)
1 + i = 1.1218284
i = 1.1218284 - 1
i = 0.1218284
i = 12.18%
So, the annual interest rate she must earn is 12.18%.
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Answer:
Bonita’s break-even point in units for 2020 is 812.50 units.
Explanation:
Break-even point in units refers to the number of units of commodity that must sold by a company in order for its cost to be equal to revenue and therefore make no profit but also no loss. This can be determined for Bonita Industries as follows:
Selling price in 2020 = Selling price in 2019 * (100% - Percentage cut in selling price) = $1,000 * (100% - 40%) = $1,000 * 96% = $960
Variable expenses = $700
Fixed expenses = $780,000
Contribution per unit = Selling price in 2020 - Variable expenses = $960 - $700 = $260
Bonita’s break-even point in units for 2020 = Fixed expenses / Contribution per unit = $780,000 / $960 = 812.50 units
Therefore, Bonita’s break-even point in units for 2020 is 812.50 units.
Answer:
Don Juan is sole business owner and his loss in excess to the minimum threshold amount is $250,000. So Don Juan may deduct the amount $350,000 in terms of loss.
If Don Juan does not deduct the loss this year, it would be carried forward to next fiscal statement
Explanation:
Part 1. The calculation is made as below
Excess of business loss ($600,000) – (other business income + Threshold amount ($250,000))
The minimum threshold amount is deductible from the Tax comes out to be $350,000
Part 2. The loss is reflected in next year’s tax statement as net operating loss and can be carried forward. So if Don Juan miss the loss deduction claim, he can do it next year.
Answer and Explanation:
a. The given statement is true as the corner point at the objective function should be feasible solution which is no longer as compared with the value for every adjacent CPF solution as compared with its optimal
b. The given statement is false as the solution can be an edge
c. The given statement is true as it shows the direct relation between the two things
