Answer:
Total interest = 1239.12
Explanation:
Assume;
Loan amount = P
Annual payment = X
P[1st payment] = X/[1+0475]⁸
P[1st payment] = X/[1.0475]⁸
P[5th payment] = X/[1+0.0475]⁴
P[5th payment] = X/[1.0475]⁴
P[5th payment] = 699.68
So,
X = 699.68[1.0475]⁴
X = 842.39
P = (842.39/0.0475)(1 – 1/1.0475⁸)
P = 5,500 (Approx)
Total interest = [842.39 x 8] - 5,500
Total interest = 1239.12
Answer:
is limited by the returns on the individual securities within the portfolio
Explanation:
Portfolio is simply defined as a list of securities showing how much is (or will be) invested in each of them.
The expected return on a portfolio is calculated as the weighted average of the expected returns on the securities that the portfolio involves. The weight of each security is the a Portion or a fraction of wealth invested in that security. Expected return on a portfolio of N securities is: rp= sum (Xr).
Expected Return is usually based on anticipated income and anticipated capital appreciation.
Answer:
$1,050,000
Explanation:
Calculation to determine what the company should report as a liability for unredeemed coupons
Liability for unredeemed coupons =($800,000 x 0.70 ) - $350,000 ) x $5.00
Liability for unredeemed coupons=($560,000-$350,000)×$5.00
Liability for unredeemed coupons=$210,000x $5.00
Liability for unredeemed coupons=$1,050,000
Therefore At December 31, 2021, the company should report a liability for unredeemed coupons of:$1,050,000
