Answer:
$46,500
Explanation:
Accounting equation is stated as :
Assets = Equity + Liabilities
therefore,
Equity = Assets - Liabilities
Equity at Beginning of the Period :
Equity = Assets - Liabilities
= $78,000 - $42,000
= $36,000
Equity at end of the Period
Closing Equity Balance = Opening Balance + Net Income - Dividends
= $36,000 + $15,500 - $5,000
= $46,500
Pulsing advertising does exactly that, continuous advertising year round and then a bump in advertising when sells peak. Pulsing<span> combines </span>flighting<span> and continuous </span><span>scheduling.</span>
1. you boss did not set a clear goal of your work expectation. he/she probably still sunk in your last year performance shadow. he/she judged your this year performance in accordance with whose his/her old impression
Answer:
Allocation rate Machining= $50 per machine hour
Explanation:
Giving the following information:
Estimated Machining cost= $4,000,000
Estimated Number of machine hours= 80,000
<u>To calculate the allocation rate for the Machining department, we need to use the following formula:</u>
Allocation rate Machining= total estimated costs for the period/ total amount of allocation base
Allocation rate Machining= 4,000,000 / 80,000
Allocation rate Machining= $50 per machine hour
Answer: 45 months
Explanation:
Credit owed $7200
Monthly payment $225
APR annaully 18.4%
Monthly APR = 18.4/12 = 1.533%
SOLUTION
1st Month interest payment
1.533% x $7200 / 100 = $110.40
Principal paid (monthly payment - interest paid) = $225 - $110.40 = $114.60
Balance ( principal - principal paid) = 7200 - 114.60 = $7085.40
2nd Month interest payment
1.533% x $7085.40 / 100 = $108.64
Principal paid (monthly payment - interest paid) = $225 - $108.64 = $116.36
Balance ( principal - principal paid) = $7085.40 - $116.36 = $6969.04
By following this step up to the 45th month you get $74.74 as the monthly payment this sums up to.
Month interest payment
1.533% x $74.74 / 100 = $1.15
Principal paid (monthly payment - interest paid) = $75.88 - $1.15 = $74.74
Balance ( principal - principal paid) = $74.74 - $74.74 = $0
The payment would be completed at exactly 45months