Answer:
The planned purchases are given as $34,500 while the value of OTB is $28,900
Explanation:
The Planned purchases is given as
Planned Sales + Planned Markdowns + Planned End of Month Inventory - Planned Beginning of Month Inventory = Planned Purchases
So here the planned sales are 25000
The planned Reductions are 1500
The End of Month inventory is 88000
The Beginning of Month Inventory is 80000 So the value is given as
25000+1500+88000-80000= Planned Purchases
Planned Purchases =34500
The OTB is given as
OTB=Planned Purchases-Commitment
OTB=34500-5600
OTB=28900
Answer:
Part A)
Inflation Rate = 12% - 4%
Inflation rate = 8%
Part B)
If the genuine income was higher, the expansion level would diminish subject to the buyer's spending limitations. As such, they will make a similar measure of cash yet their buying power per dollar will increase.
Part C)
in the current scenario, increment in cash would cause the expansion rate to increment. On the off chance that we consider the past and occasions, for example, hyperinflation, take a gander at what the reason was. Governments were printing cash to pay obligations, which was diminishing the estimation of their money. Right now, would get paid and race to the store to go through their cash in light of the fact that their dollars today may just be worth 50 pennies tomorrow or at times, the following hour. Thus, our answer is if the speed of cash continues developing, expansion will continue developing also. These two factors are star repetitive with one another significance they move together.
Answer:
$59,080
Explanation:
The calculation of September cash disbursements is shown below:-
September cash disbursement = Company's budgeted fixed manufacturing overhead - Depreciation + Variable manufacturing overhead
= $43,120 - $3,640 + $7.00 × 2,800
= $43,120 - $3,640 + $19,600
= $62,720 - $3,640
= $59,080
Therefore for computing the September cash disbursement we simply applied the above formula.
Answer:The answer is $17,387.67
Explanation:
Let Principal = P, Rate = R% per annum, Time = n years
Amount = P ( 1 + R/100)∧n
P = $800, R = 7.4%, n = 24
A = 800 ( 1 + 7.4/100)∧24
A = 800 ( 1 + 0.074)∧24
A = 800 ( 1 .074)∧24
A = 800 (5.547569512)
A = 800× 5.5475569512
A = $4,438.05
Deposit made at 39th birthday
P = $800, R = 7.4%, n = 39
A = 800 ( 1 + 7.4/100)∧39
A = 800 (1 + 0.074)∧39
A = 800 (1.074)∧39
A = 800 (16.187022604)
A = 800× 16.187022604
A = $12,949.62
How much is in the IRA when Bob retires will be
$4,438.05 + 12,949.62
= $17,387.67
