Answer:
Correct Answer is "A"
(A) One tool of corporate governance is choosing a good investment banker.
Answer:
Credit card float is the difference in time between the date of purchase and date when the payment is due.
Credit card Float = 54 days
Explanation:
The purchase date is the 1st January but the has only reflected on the credit card on the 3rd but date of purchase remains the 1st.
This is exactly like in depreciation 'available for use date' and 'date of use'
available for use is used to calculate depreciation, so we start on the purchase date.
on the date when payment is due
we have 25th of Feb and the 23rd of Feb the date of payment
we take 23rd the date of payment
just like in assets if an asset has a useful life of 3 years and is sold in the two years the only depreciation or accumulated depreciation we reflect is for the years before it is sold.
Therefore the float period is between 1 jan and 23 feb = 54days
Answer:
58 days
Explanation:
Answer:
Ensure that customers can find the firm when they search for information on products and services.
Explanation:
Inbound marketing involves attracting customers to a business's products and services by improved customer service and building trust.
Various channels that can be used for inbound marketing are social media, content marketing, search engine optimisation, and branding.
Outbound marketing on the other hand involves pushing out of various products an services to customers via various channels.
Steps in inbound marketing are:
Define the customer
Understanding customer purchase cycles
Establish potential customer
Build loyalty
Use customer relationship management (CRM)
Content management
Answer:
186.10 days
Explanation:
The operating cycle = Days inventory outstanding + days sale outstanding
where,
Day inventory outstanding = (Beginning inventory + ending inventory) ÷ cost of goods sold × number of days in a year
= ($1,205,000) ÷ $(2,940,000) × 365 days
= 149.60 days
Day sale outstanding = (Beginning Accounts receivable + ending Accounts receivable) ÷ Net sales × number of days in a year
= ($660,000) ÷ ($6,600,000) × 365 days
= 36.5 days
Now put these days to the above formula
So, the days would equal to
= 149,60 days + 36.5 days
= 186.10 days
A.
14.4 percent
B.
10.0 percent
C.
13.6 percent
D.
11.5 percent Please show work
Answer:
C. 13.6 percent
Explanation:
In this question, we apply the Capital Asset Pricing Model (CAPM) formula which is shown below
Expected rate of return = Risk-free rate of return + Beta × risk-free rate of return + Beta × market risk premium
= 4% + 0.6 × 4% + 1.2 × 6%
= 4% + 2.4% + 7.2%
= 13.6%
The (Market rate of return - Risk-free rate of return) is also known as market risk premium
Answer:
c) $767,464.54
Explanation:
The computation of the future value of an annuity is shown below:
As we know that
Future value of annuity F = Payment made × ((1 + rate of interest)^t - 1) ÷ rate of interest
= $3,400 × (1.092^35 - 1) ÷ 0.092
= $3,400 × 225.7249
= $767,464.54
Hence, the future value of an annuity is $767,464.54
Therefore the correct option is c.
Noma will have $767,464.54 in 35 years.
To calculate the future value of Noma's savings, we can use the formula for compound interest: FV = P(1 + r)^t, where FV is the future value, P is the principal amount, r is the interest rate, and t is the number of years. In this case, Noma plans to save $3,400 per year for 35 years with an annual interest rate of 9.2 percent. Plugging these values into the formula:
FV = 3400 * (1 + 0.092)^35
Calculating this expression, Noma will have a future value of $767,464.54 in 35 years.
#SPJ3
a. How much money will they have accumulated 30 years from now?
b. If the goal is to retire with $800,000 savings, how much extra do they need to save every year?
Answer:
a. $408,334.39
b. $3,457.40
Explanation:
r = rate per period = 8% = 0.08
P = Initial Value of Gift = $10,000
t = time = 30 - 5 = 25, As received after 5 years.
A = $10,000 x 6.8485
A = $68,484.75
P = Periodic Payment = $3,000
a.
n = number of periods = 30
FV of annuity = $3,000 x 113.2832
FV of annuity = $339,849.63
Accumulated value of money can be calculated as follows;
$68,484.75 + $339,849.63
$408,334.39
b.
If they wish to retire with $800,000 savings, they need to save additional amount of money every year to provide additional amount of money, as follows;
$800,000 - $68,484.75
$731,515.24
The extra annual savings can be calculated as follows;
$731,515.24 = P x 113.28
Divide the above equation by 113.28 we get;
P = $6,457.40
They are already paying $3,000, So the extra saving they need make every year is calculated as follows;
$6,457.40 - $3,000
$3,457.40