Answer:
$91,100
Explanation:
Calculation to determine the total cost of merchandise purchased
Using this formula
Total cost of merchandise purchased = Invoice cost of merchandise purchases + Cost of transportation in - Purchase returns and allowances - Purchase discount
Let plug in the formula
Total cost of merchandise purchased= $100,000 + $500 - $400 - $9,000
Total cost of merchandise purchased= $91,100
Therefore the total cost of merchandise purchased is $91,100
Answer:
correct option is d. two-thirds
Explanation:
given data
accumulated = $12.5 trillion
net worth = 14 percent
solution
here as per statistical data of 4th quarter in year 2015,
that required holding is two third of having home.
and Accumulated equity indicate the demand for housing in the country
so here 1 - 
= 
rd left out
it is assumed that they should get home at the beginning of 2015 (in the 1st quarter)
so correct option is d. two-thirds
Answer:
c) $5.68
Explanation:
The worth of this stock today is the present value of the future dividends which is computed by discounting future dividends as well as the terminal value using the required rate of return of 14.5% as the appropriate discount rate as shown thus:
Year 1 dividend=$.65
Year 2 dividend=$0.70
Year 3 dividend=$0.75
terminal value of dividends=Year 3 dividend*(1+g)/Ke-g
g=dividend terminal growth rate=2%
Ke=required rate of return=14.5%
terminal value of dividends=$0.75*(1+2%)/(14.5%-2%)=$ 6.12
Share price=$.65/(1+14.5%)^1+$.70/(1+14.5%)^2+$.75/(1+14.5%)^3+$6.12/(1+14.5%)^3
share price=$5.68
Answer:
TarHeel's accounting effective tax rate is 19.95%
Explanation:
The effective tax rate is the hypothetical tax rate adjusted for the tax cost or benefit from permanent difference.
the dividend received deduction reduces the Effective tax rate
= 50,000*21%
= 10,500/1,000,000
= 1.05%.
Effecttive tax rate is 21% - 1.05% = 19.95%
Therefore, TarHeel's accounting effective tax rate is 19.95%
Answer:
D. 8 percent interest for 9 years
Explanation:
We would use the formula future value formula below to determine which of the investment options would double her money:
FV=PV*(1+r)^n
PV is the amount invested which is $1000
r is the interest rate expected to be earned while n is the number of years First option:
FV=$1000*(1+6%)^3
FV=$1,191.02
Second option:
FV=$1000*(1+12%)^5
FV=$1,762.34
Third option:
FV=$1000*(1+7%)^9
FV=$ 1,838.46
Fourth option:
FV=$1000*(1+8%)^9
FV=$2000
Last option:
FV=$1000*(1+6%)^10
FV=$ 1,790.85
