Answer:
Explanation:
To obtain the needed detail of order table and order date for each order place by customer, has to be filtered with "John's Department Store"
select ORDER_NUM, ORDER_DATE frome orders as o
inner join customer as c on c.CUSTOMER_NUM=o.CUSTOMER_NUM
where c.CUSTOMER_NAME = "Johnson's Department Store"
Answer: Safety
Explanation:
According to the given question, Gina is using the safety investment factor as it is one of the important factor in the investment program after her husband death and she is using the safety investment process for the purpose of securing her and the children's future.
The safety is basically stand for the simple agreement for the future equities and the secondary purpose of the investment program is to earn some interest money. The investment program is one of the type of monetary assets which is basically provide some profit in the future for example the mutual funds.
In the same way, the life insurance is one of the program in which the person makes the payment on some regular basis to the insurance company and after the persons; death the company give money to their family.
Therefore, Safety is the correct answer.
The journal entry on May 1 was:
A debit to Prepaid Insurance for 15,600
And a credit to cash for 15,600
Prepaid Insurance is the share of an insurance premium that
has been paid in early and has not finished as of the balance sheet date.
The monthly insurance payment for two years is computed by 15,600/24
months which is $650 per month.
At December 31 the adjusting entry would be:
A debit to Insurance Expense 5,200
And a credit to Prepaid Insurance for 5,200
5,200 is computed by:
650 x 8 months (starting from May 1 to December 31) = 5,200
Answer: b. The beta of the portfolio is higher than the highest of the three betas
Explanation:
The beta of a portfolio is calculated as a weighted average of the individual betas of the individual stocks. As such, the highest individual beta will be the upper limit of the portfolios entire beta.
For instance.
3 stocks A, B and C have betas of 1, 1.3 and 2 respectively.
A has a weight of 1%, B has a weight of 1% and C has a weight of 98%.
The portfolio beta will be;
= (0.01 * 1 ) + ( 0.01 * 1.3) + ( 0.98 * 2)
= 1.98
Even if the stock with the highest beta had an advantage of weighing such a high figure, it it mathematically impossible for the portfolio beta to be higher than it.
