Answer:
TAKT time: 840 seconds
maximum output: 315 coolers.
Explanation:
The takt time refers to matching the production pace with the demand
To produce 30 coolers per 7-hours day we need an outpot of:
7 hours x 60 minutes x 60 seconds = 25,200
output of 30 coolers
takt: 25,200 / 30 = 840 seconds
producing a cooler every 840 seconds is the takt time.
Maximum output:
If the company does several cooler in parallel it will have a bottle neck in the longest individual task so, this time determinates the maximum output.
25,200 second of working time available
80 second longest task to complete a cooler:
25,200 / 80 = 315 coolers.
Answer:
The answer is: Treetopplers's wood production is not included in the GDP
Explanation:
The GDP includes all the domestic production of final and legal goods and services.
The value of final goods is included, but not the parts that go into them (intermediate goods). In this case, the wood Treetopplers produce is used by other companies (e.g. Buildit and Partners) to build final goods such as new houses. So the wood is an intermediate good.
Based on the fact that Kim's flowers borrowed the money and used it to buy a new delivery vehicle, this business activity should be categorized as both a financing activity and an investing activity.
<h3>What should they classify this business activity as?</h3>
Because Kim's Flowers got the money as a loan, it would be recorded as an inflow for financial activities.
They then used it to purchase a delivery vehicle which is an investment and a capital asset so this will count as an investment activity.
Find out more on classifying business activities at brainly.com/question/14790406
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Answer:
A) True
Explanation:
A good way to think about it is that industry, a general term for businesses engaging in productive practices, is concerned with the production of goods. These are the goods that are demanded by consumers. So as 'industry' is supplying those goods, it must be on the supply side of the market.
Answer:
800 Recliners
Explanation:
Calculation for the optimal number of recliners the company should make during each production run
Using this formula
Economic Order Quantity (EOQ) =√ [(2 D x S) / C]
Where,
Annual Demand (D) = 6,400 Recliners
Fixed Ordering Cost (S) = $400
Carrying cost per recliner (C) = $8
Let plug in the formula
Economic Order Quantity (EOQ)= √[(2 x 6,400 x $400) / $8]
Economic Order Quantity (EOQ)=√$5,120,000/$8
Economic Order Quantity (EOQ)=√$640,000
Economic Order Quantity (EOQ)= 800 Recliners
Therefore the optimal number of recliners the company should make during each production run will be 800 Recliners
