Answer: The average collection period of the receivables in terms of days was 73 days.
Explanation:
Given that,
Accounts Receivable at the beginning of the year = $390,000
Accounts Receivable at the end of the year = $410,000
Net credit sales during the year = $2,000,000
Average collection period of the receivables in terms of days:
Average accounts receivables = 
= 4,00,000
Net credit sales = 
= 5
∴ Accounts receivable days = 
= 73 days
The average collection period of the receivables in terms of days was 73 days.
Explanation:
Options prices, known as premiums, are composed of the sum of its intrinsic and time value. Intrinsic value is the price difference between the current stock price and the strike price. An option's time value or extrinsic value of an option is the amount of premium above its intrinsic value.
Answer:
Deprecation base=$26,300
Explanation:
Given Data:
Cost of machine=$28,000
Tax=$125
Fees=$200
Shipping charges=$500
Paid to contractor to build and wire a platform for the machine=$475
Salvage value=$3000
Useful life = 6 years
Required:
Depreciation base of Cominsky's new machine=?
Solution:
Deprecation base=Acquisition Cost-Salvage Value
Acquisition Cost:
It is the cost which involves the buying of asset and making the asset to work. In our case:
Acquisition Cost=Cost of machine+Tax+Fees+Shipping charges+Paid to contractor to build and wire a platform for the machine
Acquisition Cost=$28,000+$125+$200+$500+$475
Acquisition Cost=$29300
Deprecation base=Acquisition Cost-Salvage Value
Deprecation base=$29300-$3000
Deprecation base=$26,300
Answer:
c. ribbon
Explanation:
Ribbons are command bars or toolbars which organize features of a program into series of tabs at the top of a window. Ribbons appear across the top of each page and display many of the most commonly-used tools, controls, and commands. Ribbons increase discoverability of features and functions of the programs.
Answer:
Tha annual effective yield rate for the bond is:
= 6.2%
Explanation:
a) Data and Calculations:
Bond par value = $1,000
Annual coupon rate = 6%
Annual spot interest rates = 7%, 8%, and 9% for year 1, year 2, and year 3 respectively
Current value of bond = $970 ($1,000 * 99% * 99% * 99%)
Annual coupon payments = $60 * 3 = $180
Effective rate for the three years = $180/$970 * 100 = 18.6%
Annualized effective yield rate = 6.2% (18.6%/3)
OR
Annualized effective yield rate = (Annual coupon payments/Current value of bonds)
= 6.2% ($60/$970)
