Answer:
C $ 596.39
total payment 7,156.68
Interest expense 2,156.68
Explanation:
6,000 - 1,000 = 5,000 amount to finance
We will calcualte the cuota of an annuity of 6 years with semianual payment at 12% annual rate.
PV $5,000.00
time 12 (6 years times 2 payment per year)
rate 0.06 (12% annual we divide by 2 to get semiannual)
C $ 596.39
The total amount paid will be the cuota times the time of the loan:
Total amount paid
596.39 x 12 = 7,156.68
The interest will be the difference between the total amount paid and the principal of the loan
Interest paid
total payment 7,156.68
principal (5,000)
Interest expense 2,156.68
Answer: 1.66
Explanation:
Based on the information given in the question, the beta of the stock will be calculated as follows:
Expected return = 16.2%
Market return = 11.2%
Inflation rate = 3.1%
Risk-free rate of return = 3.6%
We should note that:
Expected return = risk-free rate + Beta × (market rate- risk-free rate)
Therefore,
16.2% = 3.6% + Beta × (11.2% - 3.6%)
16.2% = 3.6% + Beta × 7.6%
16.2% - 3.6% = Beta × 7.6%
12.6% = Beta × 7.6%
Beta = 12.6% / 7.6%
Beta = 1.66
Answer:
Option (d) , Bank 4 offers the highest amount after a year
Explanation:
The total amount from each of the interest rates can be expressed as;
A=P(1+r/n)^nt
where;
A=Future value of investment
P=Initial value of investment
r=Annual interest rate
n=Number of times the interest is compounded annually
t=number of years of the investment
a). Bank 1
P=x
r=6.1%=6.1/100=0.061
n=1
t=assume number of years=1
replacing;
A=x(1+0.061/1)^(1×1)
A=x(1.061)
A=1.061 x
b). Bank 2
P=x
r=6%=6/100=0.06
n=12
t=1
Replacing;
A=x(1+0.06/12)^(12×1)
A=x(1.005)^12
A=1.0617 x
c). Bank 3
P=x
r=6%=6/100=0.06
n=1
t=1
Replacing;
A=x(1+0.06/1)^(1)
A=1.0600 x
d). Bank 4
P=x
r=6%=6/100=0.06
n=4
t=1
A=x(1+0.06/4)^(4×1)
A=x(1+0.015)^4
A=x(1.061)
A=1.0614 x
e). Bank 5
P=x
r=6%=6/100=0.06
n=365
t=1
A=x(1+0.06/365)^(365×1)
A=1.0618
Option (d) , Bank 4 offers the highest amount after a year
Answer:
Direct labor efficiency variance= 0
Explanation:
Giving the following information:
Direct labor 0.2 hours $ 35 per hour. During June, Heavy Products produced and sold 16,000 containers using 3,200 direct manufacturing labor-hours at an average wage of $ 51.00 per hour.
Direct labor efficiency variance= (Standard Quantity - Aactual Q)*standard rate
Direct labor efficiency variance= (0.2*16,000 - 3,200)*35= 0
