Answer:
B. The shareholder can buy a maximum of 11 shares by paying $220
Explanation:
There is an option below the question ask for details:
The computation is shown below:
First, we have to determine the fraction value which is shown below:
= Total shares ÷ rights shares
= 210 shares ÷ 20 shares
= 10.5 shares rounded off = 11 shares
Now for additional shares, the total value would be
= Number of shares × per share value
= 11 shares × $20
= $220
Answer: Debit Interest Receivable and credit Interest Revenue, $2950
Explanation:
Based on the information given in the question, we have to calculate the interest accrued and this will be:
= $590,000 × 6% × 1/12
= $590,000 × 0.06 × 0.08333
= $2949.882
= $2950 approximately
Therefore, the adjusting entry that Sandhill should make on December 31, 2020 will be to:
Debit Interest Receivable and credit Interest Revenue, $2950
Answer:
It has to buy gluten free raw material to retains its customers because customers are willing to pay premium price for this feature. If there will be few supplier at G-Free Ltd will be able to focus on maintaining better and long term relationship with them.
Explanation:
G-Free Ltd has intended to reduce number of suppliers to improve its operational performance. It can grow its business and save cost from buying in bulk from a few suppliers. There will be less risk for procurement of raw material with gluten because there only few suppliers who will be providing raw material.
Answer:
Variance = 5.44
Explanation:
The variance of a portfolio is a measure of the deviation of the returns of the assets making up the portfolio. Using the standard deviation, the variance can be worked out.
<em>Standard deviation is measure of the total risks of an investment. It measures the volatility in return of an investment as a result of both systematic and non-systematic risks.</em>
<em>Non-systematic risk includes risk that are unique to a company like poor management, legal suit against the company .
</em>
<em>The variance would be determined as follows:</em>
Variance = Sum of P×(R- r )^2
P- probality
R- return on each asset
r- Expected return on portfolio
r =( Wa*Ra) + (Wb*Rb)
Expected return (r) = (9% × 0.68 ) + (4% × 0.32) = 7.4
%
Outcome R (R- r )^2 P×(R- r )^2
Recession 9 2.56 1.74
Boom 4 11.56 <u> 3.70
</u>
Total <u> 5.44
</u>
Variance = Sum of P×(R- r )^2
Variance = 5.44
