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vlabodo [156]
3 years ago
6

Shelby purchased 100 shares of ABCD Growth fund for $10.00 per share. She had income dividends of $15, capital gain distribution

s of $35, and a capital gain of $120 in the year she sold her shares. What was her percentage of total return on this investment?
Business
2 answers:
a_sh-v [17]3 years ago
8 0

Answer:

Percentage of total return on Investment = <em>ROI = 17%  </em>

Explanation:

Let’s

ROI = Return on Investment = ?

D = Dividends = $15

CGD = Capital Gain Distributions = $35

CGS = Capital Gain on Sale = $120

SP = Shares Purchased = 100

CS = Cost per share = $10.00

ROI = (D + CGD + CGS) / (SP * CS)

ROI = ($15 + $35 + $120) / (100 * $10.00)

ROI = 170 / 1,000

ROI = 0.17  

Percentage: 0.170 x 100%

<em>ROI = 17%  </em>

Stels [109]3 years ago
8 0

Answer:

17%

Explanation:

Let's begin by writing out the parameters given in the question. We have:

n = 100 shares, r = $ 10 /share

=> Cost of investment = $1,000,

income dividends = $15,

capital gain distributions = $35,

capital gain = $120

Total return on investment is an economic parameter used to measure how profitable an investment is. It measures the total income realized (dividends, interest as well as the closing sale price) from the investment & compares it against the total amount of capital that was initially invested. To calculate the total return on investment (ROI), we use the formula:

Rate of return = 100% * (income realized) ÷ (original value)

ROI = 100% * (income dividends + capital gain distributions + capital gain) ÷ capital invested

ROI = 100% * (15 + 35 + 120) ÷ 1000

ROI = 100% * (170 ÷ 1000)

ROI = 17%

Shelby's total return on this investment is 17%

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3 years ago
Fred is a new employee who has been assigned to your team. This is the first time Fred has worked in your country. Aware that he
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4 0
3 years ago
Matt purchased a 20-year par value bond with an annual coupon rate of 8% compounded semiannually for a price of 1722.25. The cou
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Answer:

(b) 1440

Explanation:

As the coupon rate of 8% is greater than the yield to maturity (YTM) of 6% annually, the bond is selling at a premium. Hence, the bond will be called at the earliest i.e. 15 years.

Coupon = Call Price * Semi-annual coupon rate = X * [0.08 / 2] = X * 0.04

Yield to call = 6% annually = 3% semi-annually

Time = 15 years * 2 = 30

We know that,

Current Price of bond = Coupon * [1 - (1 + YTC)-call date] / YTC + Call Price / (1 + YTC)call date

  • 1,722.25 = [X * 0.04] * [1 - (1 + 0.03)-30] / 0.03 + [X / (1 + 0.03)30]

  • 1,722.25 = [X * 0.04] * 19.60 + [X * 0.41]

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  • X = 1,722.25 / 1.194
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4 0
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