Answer:
Total material price variance= $380 favorable
Explanation:
Giving the following information:
Material A:
Purchase= 1,000 units
Purchase price= $2.1
Standard price= $2
Material B:
Purchase= 2,400 units
Purchase price= $2.8
Standard price= $3
<u>To calculate the total material price variance, we need to use the following formula on each material:</u>
<u></u>
Direct material price variance= (standard price - actual price)*actual quantity
<u>Material A:</u>
Direct material price variance= (2 -2.1)*1,000
Direct material price variance= $100 unfavorable
<u>Material B:</u>
Direct material price variance= (3 - 2.8)*2,400
Direct material price variance= $480 favorable
Total material price variance= -100 + 480
Total material price variance= $380 favorable
Answer:
$6,130
Explanation :
The adjusted cash balance can be determined by doing the following steps
- Prepare an updated Cash Book to update the Cash Book Balance and,
- Prepare a Bank Reconciliation Statement to check the accuracy of the new Cash Book Balance
<u>Step 1 : Updated Cash Book</u>
Cash Book (Bank columns only)
Debit :
Unadjusted Balance as at April 30 $ 6,210
Credit Transfers $ 640
Total $6,850
Credit:
Bank charges $ 110
Dishonored checks $ 610
Adjusted Balance (Balancing figure) $6,130
Total $6,850
Step 2 : Bank Reconciliation Statement
Bank Reconciliation Statement as at April 30
Balance as per Cash Book (updated) $6,130
Less Outstanding Lodgements ($ 1,430)
Add Unpresented Checks $ 750
Balance as per Bank Statement $5,450
Answer:
1.60
Explanation:
($500,000 - $100,000)/250,000
Answer:
i thinks it is a,c,d,e
Explanation:
i dont think science and computer drafting have anything to do with engineering and architecture.
Answer:
the initial principal balance is $100,000, but it will gain 2% simple monthly interest during 16 months = $100,000 + ($100,000 x 2% x 16) = $132,000
the mortgage loan's principal = $132,000
APR = 12%
n = 30 years or 360 monthly payments
1) using a loan calculator we can determine that the monthly mortgage payment (only principal + interest) = $1,357.77
2) since they will make 360 monthly payments, they will pay in total = $1,357.77 x 360 = $488,796.71
in total they will pay $$356,796.71 in interest