Answer:
a. Transaction 1
It is not deductible so the Taxable income is $9,000
Transaction 2
It is deductible, taxable income would be;
= 13,500 * ( 1 - Tax)
= 13,500 * ( 1 - 20%)
= $10,800
b. Transaction 1
It is not deductible so the Taxable income is $9,000
Transaction 2
It is deductible, taxable income would be;
= 13,500 * ( 1 - Tax)
= 13,500 * ( 1 - 40%)
= $8,100
Answer:
Re = 8.79%
Explanation:
annual growth rates:
($1.38 - $1.25) / $1.25 = 0.104
($1.49 - $1.38) / $1.38 = 0.078
($1.60 - $1.49) / $1.49 = 0.074
($1.69 - $1.60) / $1.60 = 0.056
geometric growth rate = ⁴√(1.104 x 1.078 x 1.074 x 1.056) - 1 = ⁴√1.34976 - 1 = 1.0779 - 1 = 0.0779 = 7.79%
P₀ = Div₁ / (Re - g)
$199 = $2 / (Re - 0.0779)
Re - 0.0779 = $2 / $199 = 0.01
Re = 0.01 + 0.0779 = 0.0879 = 8.79%
Answer:
Direct labor cost= $31,200
Explanation:
Giving the following information:
Production= 48,000 units
Standard time= 3 minutes per unit
Rate= $13 per hour
First, we need to calculate the number of hours required:
The proportion of minuted per hour= 3/60= 0.05
Number of hours= 48,000*0.05= 2,400 hours
Now, the direct labor cost:
Direct labor cost= 2,400*13= $31,200
In this situation the answer is B. When Heller Co. sells the land to a third party. Capital gain is any money made (gained) off of a sale from an investment. Once Heller Co. sells the land the gain of the sale will be realized.
To get the growth rate, we will follow the Gordon Growth modelP= D/(K-G)whereP= stock value=$68D= Expected dividend=$3.85G= Growth rateK= required rate of returnG =K-(D/P)Substitute the given valuesG= 0.11-(3.85/68)
G= 5.34%The growth rate for stock required is 5.34%
