Answer:
real HPR is 5.17 %
Explanation:
given data
nominal HPR = 83%
inflation rate = 74%
to find out
What was the real HPR on the bond over the year
solution
we find real interest rate r that is express as
r = 
.........................1
here R is nominal rate and i is inflation rate
so put here value
r = 
r = 
r = 0.05172
so real HPR is 5.17 %
Answer:
The appropriate journal entries to record the bond issue on January 1, 2021, and the first two semiannual interest payments on June 30, 2021, and December 31, 2021 are:
White Water journal entries
1-Jan-21
Debit Cash $382,141
Credit Discount on Bonds Payable $27,859
($410,000-$382,141)
Credit Bonds payable $ 410,000
30-Jun
Debit Interest Expenses $ 15,286
($382,141 x 8%/2)
Debit Discount on Bonds Payable $736
Credit Cash $14,350
($410,000 x 7%/2)
31-Dec
Debit Interest Expenses $15,315.08
[($382,141 + 736) x 8%/2]
Credit Discount on Bonds Payable $965.08
($15,315.08-$14,350)
Credit Cash $14,350
($410,000 x 7%/2)
yo
Answer:
$118.83 per month that Zach must save.
Explanation:
This is a future value annuity as we know the cruise will cost $16500 in 4 years time as estimated by Zach for the cruise.
Fv is the future value for the annuity which is $16500
we also have i the interest rate which is 3.99% monthly
n is the number of periods in which the monthly amount is saved 4 x 12 =48
now we will substitute to the following formula and solve for C the monthly payments that Zach saves for the cruise:
Fv =C [((1+i)^n -1)/ i] now we substitute
$16500 = C[((1+3.99%)^48 -1)/3.99%)] then solve for C
$16500/[(1+3.99%)^48 -1)/3.99%] = C
C = $118.83 that Zach must save per month for 4 years to afford the cruise.
Answer:
Option "C" is correct.
Explanation:
This occurs when the portion of the marginal cost curve is above its average cost curve.
