Graphs can be used to d. all of the above.
Option E is correct.
<u>Explanation:</u>
Case strategy focuses on to produce only such amount of goods that is ordered by the customers. In the chase strategy of aggregate planning, demand and capacity are matched for every period, one by one. In the given problem, since the firm is using the chase strategy, it would first match demand and capacity for the next period.
Since the demand for the next period is 1100 units, and the firm produced 1000 units in the last period, it would require more workers to cater to the additional requirement of 100 units.
By hiring workers, the firm would be able to match the demand and supply for the next period.
It is relatively rare for a party nominee to get less than 80 % (percent) of the partisan vote in a presidential or congressional race.
According to the inquiry, it is uncommon for a party nominee to earn less than 80% of the partisan vote in a presidential or congressional campaign since partisans are loyal or required members of a certain political party.
The values or objectives of their party are vigorously promoted and spread by these individuals, who are adamantly unwilling to compromise with the opposition or competing parties. Thus, receiving less than 80% of the partisan vote is highly surprising or exceptional (they would support the party they are obligated or committed to).
For more questions like the Presidential race visit the link below:
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Answer:
TRUE
Explanation:
The Z value determinates the level of service at a normalize distribution of (0;1) We then convert this value to the deviation of our distribution by multiplying each other.
The Z value represent the the value at which a 99% or 95% or whatever percent of change of safety is achieve. We convert by our deviation to adapt the normalize distribution of (1;0) to our values.
There is always a chance for stock-out as we work with probabilities and at more higher safety level we require more units to make up for the change of a single customer from nowhere purchase an unexpected amount. As this person can appear anytime and purchase any amount there is always a level of uncertain (5% or 1% or less)
