Answer:
XOXO
1. Predetermined Manufacturing Overhead (MOH) rate = estimated overhead divided by total direct labor = $4,600/460 = $10 per direct labor
2. Analysis of cost per set for Job 12:
Raw materials:
Electronic parts: 40 units at $20 per unit = $800
Plastic: 10 kilograms at $10 per kilogram 100
Labor hours: 60 hours at $25 per hour 1,500
Manufacturing overhead applied $10 per 600
labor hour
Total Cost $3,000
Divided by 30 sets = $100 per set
Explanation:
The manufacturing overhead rate is the rate at which overhead will be charged to the jobs completed as part of the cost of production. As an estimate, it can be overapplied or underapplied.
Answer:
$720.25
Explanation:
Given data:
Lana salary per hour = $18.15
total hour of work by her is 39 hr 41 minutes
we know from hundredth hour pay method
hundredth hr for 41 mints is 
so we have 39 hrs 41 minutes that can be written as = 39.6833
So, salary for 39.6833 is 
The answer is: C. higher; harder
Saving account is beneficial if you are not planning to use the money within a short period of time.
Typically, the interest rate provide around 0.08% interest rate annually while checking account only provide you with 0.06%. But, it is harder to access the money in your saving account since most banks put limitation on how much money you can withdraw each month.
Answer: Treasury Bills - 35%
Stock A - 17.55%
Stock B - 23.4%
Stock C - 24.05%
Explanation:
Hello.
The question was a tad incomplete so I attached the relevant portion from a similar question as a guide.
The client already has 35% invested in T- bills so that would be the T- bill proportion.
Now we need the proportions of the other 3 stocks.
Stock A will be,
= 0.65 (proportion of total portfolio in the fund) * 0.27 (proportion of stock in fund)
= 0.1755
= 17.55% of total portfolio
Stock B will be,
= 0.65 (proportion of total portfolio in the fund) * 0.36 (proportion of stock in fund)
= 0.234
= 23.4% of total portfolio
Stock C will be,
= 0.65 (proportion of total portfolio in the fund) * 0.37 (proportion of stock in fund)
= 0.2405
= 24.05% of the total portfolio.
To check the figures we can add them up.
That would be
= 0.35 + 0.2405 + 0.234 + 0.1755
= 1
So those are the correct proportions of your client’s overall portfolio, including the position in T-bills.
Fewer injuries/workers compensation claims. Safer workplace. Greater comfort. Higher productiviity