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:
1. $ 750
2. - $ 50
3. $ 600
4. $ 600
Explanation:
1. Using the data GDP = C+I+G+ (X-M)
GDP= $500 +$100 + $ 200 + ($50-$100)
GDP= $ 800 + (-50)
GDP = $ 750
2. NET EXPORTS = EXPORTS - IMPORTS= $ 50- $ 100= -$50
3. PCE= Consumption+ Private Domestic Investment= $ 500 + $ 100= $ 600
4. GDP 2017= $ 750 *80%= $ 600
Answer:
The following sets of percentages would be used to calculate the correct number of equivalent units in the ending work-in-process inventory:
D. Materials, 100%; conversion cost, 60%.
Explanation:
<em>The above is actually the best option which would be used to calculate the correct number of equivalent units in the ending work-in-process inventory.</em>
Marketing benefits the organization, its stakeholders, and society at large by <u>creating, communicating, delivering, and exchanging</u> offerings that have value for customers.
<h3>What is marketing?</h3>
Marketing is a process filled with many activities to ensure customer value and organizational profitability.
Marketing involves the following marketing mix:
- Product
- Price
- Place
- Promotion.
Marketing does not start with advertising or creating awareness of a product or service in the mind of customers. It begins with product design, production, and delivery, and ends with customer service.
Thus, marketing creates, communicates, delivers, and exchanges offerings to benefit the customers, the organization, and other stakeholders.
Learn more about marketing at brainly.com/question/25369230
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Answer: 16 Banana's or 8 Apples
Explanation:
Budget constrain is a mathematical expression which shows us the quantity of goods that can be purchases at given prices and income. Since, income of the consumer is limited, he must allocate his consumption in a way that he can buy maximum goods at the given prices.
The budget constrain faced by the person is

If the person spends all his income on Apple's, he buys

= 8 Apples
If the person spends all his income on Banana's, he buys

= 16 Banana's