Answer:
<u>Bridging relationships</u>
Explanation:
Social networking analysis refers to analyzing the interaction between different social groups, people and individuals of an organization.
Such an analysis establishes linkage between diverse people who differ in their attitudes, beliefs and demeanor.
Such an analysis is aimed at gaining an understanding of a group and it's dynamics, it's key members and deciphering the nature of their association.
Bridging relationships refers to bridging or reducing the gap between a group and laying emphasis upon the relations via which diverse people are interconnected and information is shared between them.
Answer:
Rp = 3% + BP1 * 10.42% + BP2 * 6.1%
Explanation:
Portfolio A:
R_p = R_f + Beta1*Factor1 + Beta2*Factor2
32% = 3% + 1.6*F1 + 2*F2
Portfolio B
29% = 3% + 2.6*F1 - 0.2*F2
Solvig the equatios
3% = -F1 + 2.2*F2
F1 = 2.2F2 - 3%
F1 = 2.2F2 - 0.03
Substituting
29% = 3% + 2.6*(2.2F2 - 0.03) - 0.2F2
29% = 3% + 5.72F2 - 0.078 - 0.2F2
5.52F2 = 29% - 3% +0.078
5.52F2 = 0.26 +0.078
5.52F2= 0.338
F2 = 0.338/5.52 = 0.061
F1 = 2.2F2 - 0.03 = 2.2(0.061) - 0.03
= 0.1042
The return Beta relationship in this economy Rp = 3% + BP1 * 10.42% + BP2 * 6.1%
Answer:
7%
Explanation:
Calculation to determine the annual effective interest rate on the bonds
Using this formula
Annual Stated interest = Annual cash interest / Face vale of bonds*100
Let plug in the formula
Annual Stated interest =($7000+$7000) / 200000*100
Annual Stated interest=$14,000/20,000
Annual Stated interest=7%
Therefore the annual effective interest rate on the bonds is 7%
Horizontal Price Fixing.
That's if they were to charge the same fare for a single route......
Answer:
$538,685
Explanation:
Calculation to determine what Scarbrough will receive and record cash of
Receivables $600,000
Less: Amount of the hold back ($30,000)
($600,000 x 5%)
Less: Withheld as fee income ($18,000)
($600,000 x 3%)
Less: Withheld as interest expense ($13,315)
($600,000 × 15% × 54/365)
Cash $538,685
($600,000-$30,000-$18,000-$13,315)
Therefore Scarbrough will receive and record cash of $538,685