So your down payment would be 70,000 (which is 350,000 X .2)
So you would be financing 280,000
Using the payment function
PV= 280,000
R= .036/12
N = 15*12= 180
Your payment would be: 2,015.45
Answer: $4,050,000
Explanation:
Increase in net worth shows the after tax gain that the person got after the land in question increased in value.
= (Current value - Purchase price) * ( 1 - tax rate)
= (5,500,000 - 1,000,000) * (1 - 10%)
= 4,500,000 * 0.90
= $4,050,000
Answer:
under applied by $1,000.
Explanation:
The formula is shown below:
Predetermined overhead rate = (Total estimated manufacturing overhead) ÷ (estimated direct labor-hours)
= $101,998 ÷ 67,992 hours
= $1.50
Now we have to find the applied overhead which equal to
= Actual direct labor-hours × predetermined overhead rate
= 70,000 hours × $1.50
= $105,000
So, the ending overhead equals to
= Actual manufacturing overhead - actual overhead
= $106,000 - $105,000
= $1,000 under-applied
Answer:
He can deduct on his 2019 federal income tax return for state income tax $1,550
Explanation:
According to the given data, we can conclude that Carlos cannot deduct the addition of $600 of state income until next year.
Therefore, in order to calculate how much state income tax can Carlos deduct on his 2019 federal income tax return for state income tax we would need to make the following calculation
income tax to deduct on 2019 federal income tax return= Taxes paid+ withheld state income tax from salary
income tax to deduct on 2019 federal income tax return= $800 + $750 income tax to deduct on 2019 federal income tax return=$1,550.
Answer:
0.98
Explanation:
Computation for Bill Duke portfolio's beta
First step is to find the Investment in Y which is:
Investment in Y=100,000-35,000
=$65,000
Second step is to calculate for the Portfolio beta using this formula
Portfolio beta=Respective beta*Respective Investment weight
Portfolio beta =(35,000/100,000*1.5)+(65,000/100,000*0.7)
Portfolio beta=(0.35*1.5) +(0.65*0.7)
Portfolio beta =0.525 +0.455
Portfolio beta=0.98
Therefore the Portfolio Beta will be 0.98
