Answer:
First payment=$149,950.50
Second payment=$149,901
Explanation:
Annual amount of interest paid=$150,000×7.5%
=$150,000×0.075
=$11,250 per annum
monthly interest= annual interest /12
=$11,250/12
=$937.50
As given,
Principal & interest payment=$987
Monthly principal payment= principal & interest payment - monthly interest
=$987-$937.50
=$49.50
First month payment= original loan - monthly principal payment
=$150,000-$49.50
=$149,950.50
Second month payment= first month payment- monthly principal payment
=$149,950.50-$49.50
=$149,901
The dollar-weighted annual yield for this nine-month period is -2.7%.
<u>Solution:</u>
The investment of deposit on April 1 (Feb, March = 2 months)

The investment of deposit on May 1 (Feb, March, April = 3 months)

Therefore, Dollar-weighted annual yield for this nine-month period,

On plugging-in the values,

In percentage notation,

The answer to your question is D. Hope I helped!
Its achieve by preserving what is distinct about the company.
Strategic positioning is basically an effort made by an organization in order to distinguishes itself in a valuable way from its competitors and delivers value to clients in way different from others.
- According to Porter, he states that a "company's relative position within its industry matters for performance".
- A proper strategic positioning have a way of influencing how customers perceive a product in relation with other competitors product.
In conclusion, this type of positioning helps to achieve sustainable competitive advantage by preserving what is distinct about the company.
Learn more about Strategic positioning here
<em>brainly.com/question/8999192</em>
Answer:
Purchases= 696,000 pounds
Explanation:
Giving the following information:
Production= 222,000 units.
To make one unit of a finished product, three pounds of direct material Z are required.
<u>To calculate the purchases of direct material, we need to use the following formula:</u>
Purchases= production + desired ending inventory - beginning inventory
Purchases= 222,000*3 + 420,000 - 390,000
Purchases= 696,000 pounds