There are many different types of "good debt" to have. Good debt with on time payments helps increase your credit score tremendously overtime because it shows lenders you can borrow money and pay it back on time. Paying your bills on time and sticking to your budget can contribute to payments paying off good debt. A mortgage is an example of good debt.
Answer:
$41,500
Explanation:
Calculation to determine What was the initial cost of the machine to be capitalized
Purchase price $35,000
Add Freight $1,500
Add Installation $3,000
Add Testing $2,000
Total Cost $41,500
Therefore the initial cost of the machine is $41,500
Answer:
Option (b) is correct.
Explanation:
Given that,
Total Overhead Cost = $477,000
Number of Units of Product XY = 72,000
Number of Units of Product M = 108,000
Total overhead allocated to Product XY using the current system:
= (Total Overhead Cost ÷ Number of units produced in total) × Number of Units of Product XY
= ($477,000 ÷ 180,000) × 72,000
= $2.65 × 72,000
= $190,800
Answer:
Maximum daily production rate= 6.125 units per day.
Minimum daily production rate= 75.38 units per day
Explanation:
Production rate is defined as the number of units of a product that is produced in a process in unit time.
In this instance we are to calculate the production rate per day.
It is given that a cycle consists of 40 activities. Completion time for 40 activities is 80 minutes.
Daily production rate = Total time of production/Time to complete one cycle
Maximum daily production rate= 490/80= 6.125 units per day.
Minimum daily production rate= 490/6.5= 75.38 units per day
The coupon rate is 4.37 %.
Explanation:
The current yield formula can be used to determine the coupon payment which would thereafter be used to compute coupon rate as required:
current yield = coupon payment/current market price
current yield=4.28%
coupon payment=unknown
current market price=102.311 % *$10,000
current market price=$102.311
4.28%=coupon payment /$ 102.311
coupon payment=$10231.1*4.28%
coupon payment=$437.89108
coupon rate=coupon payment/face value
coupon rate=$437.89108 /$10,000
coupon rate=4.37%
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