Answer:
1./
INITIAL INVESTMENT
= $1600000
ANNUAL NET CASH FLOW
= NET INCOME + DEPERICATION
= $250000 + [($1600000 - $350000) / 8]
= $250000 + $156250
= $406250
SALVAGE VALUE
= $350000
NPV
= -$1600000 + $406250 * PVIFA 10%, 8 PERIODS + $350000 * PVIF 10% *PERIOD
= -$1600000 + $406250 * 5.3349 + $350000 * 0.4665
= -$1600000 + 2167303.13 + $163275
= $730578.13
2./
AS THE NPV IS GREATER THAN 0 OR POSITIVE THE IRR IS GREATER THAN 10%
3./
INITIAL INVESTMENT
= $1600000
ANNUAL NET CASH FLOW
= NET INCOME + DEPERICATION
= $250000 + [($1600000 - $350000) / 8]
= $250000 + $156250
= $406250
SALVAGE VALUE
= $350000
NPV
= -$1600000 + $406250 * PVIFA 20%, 8 PERIODS + $350000 * PVIF 20% *PERIOD
= -$1600000 + $406250 * 3.8372 + $350000 * 0.2326
= -$1600000 + $1558862.5 + $81410
= $40272.5
4./
AS THE NPV IS GREATER THAN 0 OR POSITIVE THE IRR IS GREATER THAN 20%
Explanation:
Answer:
correct answer is d . $6,778
Explanation:
we get here total federal income tax that will be
as we know that
federal income tax withholding barbara = $2784
federal income tax withholding mark =$2253
form SSA 1099 = $1721
and form 1099 interest income = $20
we get total federal income tax that is sum of all four
total federal income tax = $2784 + $2253 + $1721 + $20
total federal income tax = $6,778
so correct answer is d . $6,778
Answer:
Beta= 1.1065
Explanation:
Giving the following formula:
Proportions:
35 percent in Stock Q, 25 percent in Stock R, 25 percent in Stock S, and 15 percent in Stock T.
Betas:
0.83, 1.21, 1.22, and 1.39,
<u>To calculate the beta of the portfolio, we need to use the following formula:</u>
<u></u>
Beta= (proportion of investment A*beta A) + (proportion of investment B*beta B)
Beta= (0.35*0.83) + (0.25*1.21) + (0.25*1.22) + (1.15*1.39)
Beta= 1.1065