Answer:
market price of bonds = $219,597.35
Explanation:
Since the coupon rate is higher than the market rate, the bonds will be sold at a premium.
PV of face value = $200,000 / (1 + 3%)³⁰ = $82,397.35
PV of coupon payments = $7,000 x 19.600 (PV annuity factor, 3%, 30 periods) = $137,200
market price of bonds = $219,597.35
Answer:
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Answer:
23.25%; 62.01%
Explanation:
(a) Amount received:
= No. of shares × selling price
= 100 × $43
= $4,300
Sales deposit = 60% of Amount received
= 0.6 × $4,300
= $2,580
Amount paid = No. of shares × Purchase price
= 100 × $49
= $4,900
Therefore, Loss = $4,900 - $4,300
= $600
(b) If buys at $27, then
Amount paid = $27 × 100
= $2,700
Profit = $4,300 - $2,700
= $1,600
Loss on investment:
= ($600 ÷ $2,580) × 100
= 23.25%
Profit on investment:
= ($1,600 ÷ $2,580) × 100
= 62.01%
Gross income. they are incomes before taxes or adjustments
