Answer:
a. Transportation problems
Explanation:
In Business management, problems which deal with the direct distribution of products from supply locations to demand locations are called transportation problems.
Transportation is a supply chain technique which primarily includes all of the process involved in the distribution of finished goods and services from the production line to the consumers or end users, so as to meet their needs or wants.
Answer:
option (c) $167,597.77
Explanation:
Data provided in the question:
Monthly mortgage payment = $900
Duration of loan, n = 30 years = 360 months
Interest rate = 5%
Monthly rate of interest = 5% ÷ 12 = 0.4167% = 0.004167
Now,
Mortgage loan can he afford
= Monthly mortgage payment × [ (1 - ((1 + r)ⁿ)⁻¹ ) ÷ r ]
= $900 × [ (1 - ((1 + 0.004167)³⁶⁰)⁻¹ ) ÷ 0.05 ]
= $167,597.77
Hence,
The answer is option (c) $167,597.77
Answer:
b. advertising and promotion
Explanation:
All process required to produce the product are part of operation and this includes making, designing the layout of the facility, purchasing ingredients an maintaining equipment.
The marketing and promotions lies with the Sales and Distribution Function or Marketing Function of the fast food restaurant.
Huey Long guaranteed a free training through school and benefits for the matured, which he can't do on the grounds that it is the administration's business to settle on these choices. He likewise he raised duties to make healing facilities to take into account poor people and enhance ignored streets and scaffolds inside the state
The convexity of the bond is 61.810 and the duration of the bond is 7.330 years.
<u>Explanation</u>:
- A newly issued bond has a maturity of 10 years. It pays a 7.7% coupon rate. The coupon payments will receive each year. Using the coupon payments the year will be reduced.
- The maturity year will get reduced. So the duration of the bond is approximately 7.330 years. If the bond is sold at par value the convexity can be calculated using the number of years.
- So the convexity of the bond is 61.810.
