Answer:
the current share price is $73.31
Explanation:
The computation of the current share price is shown below:
P0 = [{D0 × (1 + g)} ÷ (1 + r1)] + [{D0 × (1 + g)^2} ÷ (1 + r1)^2] + [{D0 × (1 + g)^3} ÷ (1 + r1)^3] + [{D0 × (1 + g)^4} ÷ {(1 + r1)^3(1 + r2)}] + [{D0 × (1 + g)^5} ÷ {(1 + r1)^3(1 + r2)^2] + [{D0 × (1 + g)^6} ÷ {(1 + r1)^3(1 + r2)^3] + [{D0 × (1 + g)^7} ÷ {(rC - g)(1 + r1)^3(1 + r2)^3]
= [($4 × 1.06) ÷ 1.15] + [($4 × 1.062) ÷ 1.152] + [($4 × 1.063) ÷ 1.153] + [($4 × 1.064) ÷ (1.153 × 1.13)]
+ [($4 × 1.065) ÷ (1.153 × 1.132)] + [($4 × 1.066) ÷ (1.153 × 1.133)] + [($4 × 1.067) ÷ {(0.11 - 0.06)(1.153 × 1.133)}]
= $3.69 + $3.40 + $3.13 + $2.94 + $2.76 + $2.59 + $54.82
= $73.31
hence, the current share price is $73.31
Answer:
1. Protection against default, evictions, foreclosures, and repossessions
2. Terminate residential and automobile leases due to PCS
Written and oral disclosure of terms
3. Reduce interest to 6% on certain loans and lines of credit obtained prior to entering active duty
Explanation:
The Servicemembers Civil Relief Act (SCRA) provides financial and legal protections for active-duty service members, as well as National Guard and reserve members, and their families. This protections are:
- creditors reduction of interest rate on debts to 6% for liabilities obtained prior to entering active duty
- Protection against default, evictions, foreclosures, and repossessions, preservice mortgage debt is valid if made during or within nine months after your service on active duty, unless carrying out a valid court order
- Deferment of income tax before or during military service.
- Protection against eviction
- Protection against default judgments
- Postponement of court proceedings if on duty
- Termination of automobile, residential lease and phone service by delivering a written notice of termination.
- Voting rights
- Life insurance coverage
The answer would be false.
Answer:
$2,058.33
Explanation:
bond's face value = $29,000
bond's market value = $21,700
interest rate = 10%
n = 6 x 2 coupons = 12
discount on bonds payable = $29,000 - $21,700 = $7,300
discount amortized per coupon payment = $7,300 / 12 = $608.33
total interest expense = ($29,000 x 10% x 1/2) + $608.33 = $1,450 + $608.33 = $2,058.33
the journal entry to record the coupon payment in June 30,2019:
Dr Interest expense 2,058.33
Cr Cash 1,450
Cr Discount on bonds payable 608.33
