Answer:
$1,035,459.51
Explanation:
First we must determine the issuing value:
- cash flow 1 = $60,000
- cash flow 1 = $60,000
- cash flow 1 = $60,000
- cash flow 1 = $60,000
- cash flow 1 = $1,060,000
using an excel spreadsheet to calculate the bond's price with a discount value of 5%:
the bonds were sold at $1,043,294.77
the effective interest expense = bond's price x market interest = $1,043,294.77 x 5% = $52,164.74
bond's value = bond's price - (coupon payment - effective interest) = $1,043,294.77 - ($60,000 - $52,164.74) = $1,035,459.51
Answer: Descriptive statistics uses the data to provide descriptions of the population, either through numerical calculations or graphs or tables. Inferential statistics makes inferences and predictions about a population based on a sample of data taken from the population in question.
Explanation: Scottsdale, AZ $167 0.973 12.43%
Washington, DC $436 0.990 2.88%
San Francisco $636 1.026 6.55%
as Vegas, NV $74 1.000 19.45%
Nashville, TN $106 0.973 18.09%
They are all Inferential study
Answer:
Option (a) is correct.
Explanation:
Given that,
Sales = $410,000
Costs = $284,000
Depreciation Expense = $510,000 × 0.1920]
= $97,920
Therefore,
Operating Cash Flow:
= [(Sales - Variable Costs - Fixed Costs) × (1 - Tax Rate)] + [Depreciation × Tax Rate]
= [($410,000 - 284,000) × (1 - 0.35)] + [$97,920 × 0.35]
= [$126,000 × 0.65] + [$97,920 × 0.35]
= $81,900 + $34,272
= $1,16,172
Answer:
Part (a) The net income of carter is $115 million.
Part (b) The closing cash balance at the end of year is $360.
Explanation:
Part (a) Net Income Computation:
Sales $825
Cost of goods sold <u>(</u><u>$290</u><u>)</u>
Gross Profit $535
Other Expenses <u>(</u><u>$425</u><u>)</u>
Net income $115 Million
Part (b) The cash balance of Carter is not dependent on non cash flows. So the cash transactions would be considered here for cash balance computation.
Opening Cash position $290
Collection from Sales $710
Inventory Invoices paid ($350)
For Everything <u>($290)</u>
Closing Cash balance $360
3000 (1+0.051)^(t)=2000 e^(0.075t)
Solve for t using Google calculator
To get
T=16.05 years
