Answer:
The cost of the machine will be $85,358.88
Explanation:
To calculate the present value of the machine is given by:
Present value=$16000*Present value of annuity factor(10%,8)
=$16000*5.33493
= $85,358.88
The fixed factory overhead volume variance is $400 (unfavorable)
solution
Fixed Overhead Volume Variance = Applied Fixed Overhead – Budgeted Fixed Overhead
Applied Fixed Overhead
= 4,000 units ×2.5 hrs per unit×$0.80 = $8000
and
Budgeted Fixed Overhead =10,500 hrs × $0.80 = $8400

Fixed Overhead Volume Variance = $8000- $8400 = $400 (unfavorable)

Answer:
The correct answer is the option B: branded.
Explanation:
To begin with, the term of <em>branded content</em>, in the field of marketing, refers to the practice that focuses in the creation of multimedia content that is funded or outright produced by and advertiser and whose main purpose is to give a message of the values of the company in the content created.
Secondly, the case of Lego is an example of branded content due to the fact that the company did not want to sell more products but instead <u>wanted to create a content that shows the values of the company such as imagination, being oneself and having fun</u>.
Answer:
2.09
Explanation:
Asset ratio is a business tool used to measure the efficiency of assets towards sales generation by comparing net sales to average total assets.
It is calculated by dividing the net sales by average total assets.
The average total assets is used in order to make allowance for fluctuation in the course of business year
<u>Workings</u>
Net sales = $217550
Opening total asset = $94200
Closing Total assets = $ 113500
Asset ratio turnover = 217550/(94200+113500)/2
=2.09
Answer:
0.8
Explanation:
Given:
Number of chips contained in each box = 10
Weight of each packet of chips = 3 ounce
Average weight per box = 853 grams
Upper specification limit of the weight = 846 + 12 grams = 858 grams
Lower specification limit of the weight = 846 - 12 grams = 834 grams
Standard deviation, σ = 5 grams
Now,
Capability index =
or
Capability index =
or
Capability index = 0.8