Answer:
Explanation:
St deviation of stock σ = √( β² x σ₁² + σ₂² )
σ₁ = standard deviation of market = .15 and σ₂ is standard deviation of firm
Putting the values given
.30 = √ ( β² x .15² + .10² )
.09 = β² x .0225 + .01
β² x .0225 = .08
β² = 3.5555
β = 1.88
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Answer:
after tax yield on corporate bonds = 6.3 %
Explanation:
given data
federal plus state tax bracket = 30%
corporate bonds yields = 9%
solution
we get here yield that must municipals offer for the investor is express as
after tax yield on corporate bonds = corporate bonds yields × ( 1 - federal plus state tax bracket ) ......................1
put here value and we will get
after tax yield on corporate bonds = 9% × ( 1 - 30% )
after tax yield on corporate bonds = 0.09 × ( 1 - 0.30 )
after tax yield on corporate bonds = 0.063
after tax yield on corporate bonds = 6.3 %
In order to make it a source of wealth it required slave labor
