Answer:
Tax Savings = 200
Explanation:
If Ward and June carry the bond, tax would be:
⇒ Interests * tax rate
⇒ 1000 * 32% = 320
They gift bond to their son, Wally, whose tax would be:
⇒ Interests * tax rate
⇒ 1000 * 12% = 120
The tax savings related to the transfer of Bond is:
⇒ 320 - 120 = 200
Answer:
(a) Journalize the payment of the bond interest on January 1, 2022.
Dr Interest payable - bonds payable 40,400
Cr Cash 40,400
The interest expense on the bonds payable should have been accrued on the 2021 balance sheet, that is why we debit interest payable and not interest expense.
(b) Assume that on January 1, 2022, after paying interest, Blossom calls bonds having a face value of $100,000. The call price is 103. Record the redemption of the bonds.
Dr Bonds payable 100,000
Dr Call premium 3,000
Cr Cash 103,000
(c) Prepare the adjusting entry on December 31, 2022, to accrue the interest on the remaining bonds.
interest expense = $405,000 x 8% = $32,400
Dr Interest expense - bonds payable 32,400
Cr Interest payable - bonds payable 32,400
Answer:
C. $454,000.
Explanation:
We know that
The ending balance of retained earnings = Opening balance of retained earnings + net income - dividend paid
$375,000 = $0 + net income - $79,000
So, the net income would be
= $375,000 + $79,000
= $454,000
The ending balance of retained earnings - Opening balance of retained earnings is also known as increase in retained earning
<span>When economists attempt to predict the spending patterns of U.S. households, they will typically view the DAILY COST OF LIVING as a primary determining factor that influences the individual consumption choices that each will make.
An economist can predict the spending power of the masses if he/she knows how much energy and monetary value is being spent on a daily basis. This way he/she will know the consumption choices that these consumers are making for themselves.</span>
Answer:
Annual deposit= $7,930.11
Explanation:
Giving the following information:
FV= $98,000
n= 9 years
i= 0.0775
<u>To calculate the annual deposit, we need to use the following formula:</u>
<u></u>
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (98,000*0.0775) / [(1.0775^9) - 1]
A= $7,930.11
