Answer:
b. Zone of service
Explanation:
The restaurant is capable of serving 138 customers per hour, and the average demand was 94 customers per hour. That means that the average demand is located with in the zone of service. If hte demand was higher than the restaurant's capacity, then it would be considered critical zone.
Answer:
Answers 1, 3 and 5 are correct
Explanation:
With globalization using lower labor costs in other countries ocurs through things like outsourcing. Transporting resources quickly from distant locations can also be done through globalization. For example, the U.S. imports less expensive from countries like China. Communicating more quickly with other countries can be see through social media etc.
Answer:
putable bond
Explanation:
According to my research on different financial investments, I can say that based on the information provided within the question the term being described is called a puttable bond. Like mentioned in the question this is a bond in which entitles the bondholder to return or redeemed the bond to the issuer on specified dates before its maturity date.
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Answer:
To find EMI (P) we know that the yearly EMI for the loan of $20000 for 35 years at an interest of 3.5% is $992 per year.
Therefore upon calculating the loan after the seventeenth year we have $19252
The EMI calculated after the one-third permitted on the seventeenth payment is, therefore: $992*1/3= 992/3=$330
Therefore, the balance calculated after the twenty-seventh instalment = $6150
Therefore the yearly EMI (P) for the loan of $6150 at 4% for the remaining eight years is $900 per year.
Explanation:
To find EMI (P) we know that the yearly EMI for the loan of $20000 for 35 years at an interest of 3.5% is $992 per year.
Therefore upon calculating the loan after the seventeenth year we have $19252
The EMI calculated after the one-third permitted on the seventeenth payment is, therefore: $992*1/3= 992/3=$330
Therefore, the balance calculated after the twenty-seventh instalment = $6150
Therefore the yearly EMI (P) for the loan of $6150 at 4% for the remaining eight years is $900 per year.
