Answer:
e) Adonis must pay $270,000 at maturity plus 20 interest payments of $14,850 each.
Explanation:
Based on this information,Adonis Corporation is issuing a coupon paying bond.
- The $286,827 that they receive is the market price/ market value of the bond.
- The duration of the bond = 10 years, however, since the coupons are paid semiannually, there will be 10*2 = 20 payments in total.
- Semi annual coupon payment; PMT = (11%/2) *270,000 = $14,850
- The $270,000 is the face value of the bond which must be repaid at the end of the life of this bond.
- <em>Therefore, Adonis must pay $270,000 at maturity plus 20 interest payments of $14,850 each.</em>
9%, as the unadjusted rate of return is equal to the average yearly net income growth rate divided by the initial investment's net cost.
<h3>Calculation:</h3>
$40,090 divided by $430,00 is.093 * 100, or 9%.
<h3>If the needed rate of return is 6%, what is the present value of a cash inflow of $2,000 five years from now? Examine later?</h3>
$2600 will be given to the recipient after five years.
<h3>If the internal rate of return is 5% and the desired rate of return is 6%, should management accept the investment opportunity?</h3>
No, as the internal rate of return on the investment is lower than the intended rate of return.
To know more about unadjusted rate visit:-
brainly.com/question/13037420
#SPJ4
<span>The correct answer should be D. Negative punishment.</span>
Answer:
$17,167
Explanation:
<em>The first step is to calculate amount of cash that would be charged</em>
<em>For 30 months, pay $520 per month for 30 months and an additional $10,000 at the end of 30 months.</em>
Present value is = 2,221
<em>Then</em>
<em>The present value of the payment options is =</em>
<em>($520 * PVA (24% 12,30) + $10,000 PV ( 24% 12,30))</em>
<em>$520 * 22.396 + $10,000 * 0.5521</em>
<em>$11646 + $ 5521</em>
<em>$17,167</em>
<em>Therefore the amount of cash the car dealer would charge is $17,167</em>
