Answer: $19037
Explanation:
The following can be deduced from the question:
Balance per Bank statement = $18361
Add: Deposits in Transit = $1450
Add: Bank error = $63
Less: Outstanding check = $837
Adjusted cash Balance per Bank:
= ($18361 + $1450 + $63) - $837
= $19874 - $837
= $19037
The adjusted cash balance per the bank records should be $19037.
N.B: The bank error was gotten as the difference between $92 and $29. $92 - $29 = $63
Answer:
c.$941.10
Explanation:
Calculation for How much would she have after 8 years
Using this formula
FV = PV(1+i)^n
FV represent future value
PV represent present value
i represent interest rate
n represent number of periods
Let plug in the formula
FV = 490(1 + .085)^8
FV= $941.10
Therefore How much would she have after 8 years will be $941.10
Answer:
Option B, $45,000, is the right answer.
Explanation:
Given actual sales = $450000
Actual units that is sold = 30000 units
Actual selling price = $15 per unit
Planned sales = $540000
Planned units = 45000
Planned selling price = $12 per units.
The difference between actual and planned sales due to unit price factor = change in units × change in price
= (45000 – 30000) × (15 – 12)
= $45000
Thus option B is correct.
Answer:
5.01%
Explanation:
The bond nominal yield to call is 5.01%
<u>Given:</u>
Total assets before journalizing and posting the adjusting = $128,800
Expired insurance = $800
Expired rent = $2,400
Depreciation = $900
<u>To find:</u>
Total assets after journalizing and posting the adjusting
<u>Solution:</u>
To determine the value of the total assets after journalizing and posting the adjustment, we have to subtract all the given values i.e, the expired rent, expired insurance and the depreciation values from the total assets before journalizing and posting the adjusting.
The calculation is as follows,
Total assets after journalizing and posting the adjusting

Therefore, the required value of the total assets after journalizing and posting the adjusting is $124,700.