Answer:
a. 32 secs
b. 3.75 or 4
Explanation:
The computation is shown below:
(a) Cycle Time is
= Operation time per week ÷ output per week
= (40 hours × 60 × 60) ÷ (4,500)
= 32 secs
(b) And, the Theoretical minimum number of workstations required is
= Sum of total task times ÷ cycle time
= (22 + 30 + 15 + 14 + 12 + 27) ÷ (32 sec)
= 3.75 or 4
By applying the above formulas we can get the cycle time and the theoretical minimum number of work stations
Answer:
Convenience sample
Explanation:
A convenience sample in a research study is made up of people who can be reached easily and are conveniently available to participate. Convenient sampling is a type of non-probability sampling, which means that not everyone in a population had a chance to be sampled. In this research, the real population was the people that went to that specific mall and not the entire city's population. The advantage of convenience sampling is basically its low cost.
Answer:
40
Explanation:
According to Ricardian theory, any change in budgets deficits or surpluses should be completely offset by an equal change in private savings.
In this case, the original amount of private savings was 80, but since the budget deficit decreased by 40, then the private saving should also decrease by 40. The total private saving = 80 - 40 = 40
Explanation:
An advertising message to be attractive and generate the desired effect, it must reach its potential audience through communication aligned with the interests and desires of the potential audience.
Firstly, as the potential audience is students, it would be ideal to use an advertising communication channel such as social media, where there is a large presence of young people.
It is ideal that advertising involves elements of student culture to generate identification, desire and proximity to the potential audience, so a good choice would be to develop a campaign that involves the product with sports for example, the snack company could be more involved with the culture students, such as sponsoring a college football team and advertising their brand at games, or distributing free snacks at college events.
sorry i do not speak spanish but if you translate then i can help
