One of the true assumption of risks during delivery of goods is : The seller is liable for any damages incurred to the goods during shipment.
That's why most of the companies whose business including goods delivery always put an insurance for on board products, to prevent the company from any potential damage during the shipment<span />
Answer:
<em>The answer is 60.</em>
Explanation:
<em>The First step in solving the example given, is to recall the following steps to be taken </em>
<em>The standard deviation of return on investment A =10%</em>
<em>The standard deviation of return on investment B =5%</em>
<em>The co-variance of returns both on A and B =.0030</em>
<em>The next step is as follows</em>
<em>co-variance = correlation </em>
<em>.0030 (.05 x .10) = 60</em>
<em>Therefore the correlation coefficient between the returns of A and B is 60</em>
Based on the information given, it can be illustrated that the form of business organization that's depicted is a business trust.
A business trust is also known as common law trusts. They are legal instruments that provide a trustee the authority and power to be able to manage the interest of a beneficiary in a business.
Since Overseas Shipping Corporation and Port Storage Company transfer their assets to Quality Operations, Inc., which manages the assets and distributes the profits to the beneficiaries. This is known as a business trust.
Learn more about businesses on:
brainly.com/question/24388522
Answer:
* The present value (at age 30) of retirement savings is $46,982.
* Amount expect when retiring: $959,089.
Explanation:
* The present value (at age 30) of retirement savings:
The contribution that is made on the 31st birthday = 31 years old salary * 8% = 30 years old salary * 1.04 * 8% = 35,000 * 1.04 * 8% = $2,912.
We apply the formula for calculating the present value of growing annuity to determine the present value of retirement savings at age 30:
[2,912 / ( 9% - 4%)] * [ 1 - [(1+4%)/(1+9%)]^35 ] = $46,982.
* Amount expect when retiring:
We apply the formula for calculating the future value of growing annuity to determine the future value of retirement savings at age 65:
[2,912/ (9% - 4%) ] * [ 1.09^35 - 1.04^35 ] = $959,089
