Answer:
Overhead cost allocated to steel bars = $4.6 
6,600 = $30,360
Explanation:
Provided information,
Two products manufactured
Steel Bars and Titanium bars
Number of hours = 1 hour each
Total units produced
Steel = 6,600
Titanium = 3,400
Total hours @ 1 hour for each = 6,600 + 3,400 = 10,000
Total Setup cost = $46,000
Cost per hour based on direct labor hours = $46,000/10,000 = $4.6
Overhead cost allocated to steel bars = $4.6 6,600 = $30,360
answer:
giving away a percentage of their company and maybe losing their power as only one leader.
explanation:
Answer:
A. 104%
B. 66.7%
Explanation:
A. Calculation for what would be the percentage return earned
Percentage return =($50-$30-30*60%*7%)/30*60%
Percentage return(20-$18*.07)/18=
Percentage return=1.04*100
Percentage return=104%
Therefore what would be the percentage return earned is 104%
B. Calculation for What would have been the return if the investor had notbought the stock on margin
Percentage return=($50-$30)/$30
Percentage return=$20/$30
Percentage return=66.67 %
Percentage return=66.7% Approximately
Therefore What would have been the return if the investor had notbought the stock on margin is 66.7%
Answer:
$31,000
Explanation:
Given:
Janie holds joint account with her mother that has a balance of $562,000. They are covered up to $250,000 each under Federal Deposit Insurance Corporation.
It is assumed by FDIC that all co-owners' shares are equal.
So, Janie's share in the balance = 562,000 ÷ 2
= $281,000
Amount insured = $250,000
Uninsured amount = 281,000 - 250,000
= $31,000
Therefore, Janie's savings worth $31,000 will not be covered by deposit insurance.
Answer:
Answer:
a) Monthly payment = $65.95
b) Remaining balance on her loan after making 12th payment = 11,000 - (65.95 x 12) = $10208.6
c) Interest paid in month 13 = 10208.6 * 0.5% = $51.043
Principal paid in month 13 = $65.95 - 51.043 = $14.907
Explanation:
Using financial calculator:
PV = 11,000
n = 30 years = 360 months
i/r = 6%/year = 0.5% / month
FV = 0
PMT = ? (Monthly payment = ?)
a) Monthly payment = $65.95
b) Remaining balance on her loan after making 12th payment = 11,000 - (65.95 x 12) = $10208.6
c) Interest paid in month 13 = 10208.6 * 0.5% = $51.043
Principal paid in month 13 = $65.95 - 51.043 = $14.907
Explanation:
