Answer:
Maturity value; Default; Sinking fund provision; Call provision.
Explanation:
Maturity value is the sum payable to an investor toward the finish of a debt instrument's holding period (maturity date).
Sinking fund provisions means a provision in some bond indentures requiring the backer to set cash aside to reimburse bondholders at maturity.
A call provision is a provision on a bond or other fixed-pay instrument that enables the guarantor to repurchase and resign its bonds.
Answer:
$2,400 in 2019 are deductible as alimony.
Step-by-step explanation:
Hillary get divorced in the year = 2016
She has to pay her ex-spouse $200 per month until her son reaches 18 years of age in 7 years.
His son will reach of the age of 18 = 2016 + 7 = 2023
She has to pay $200 till 2023 and $120 thereafter.
Her payments are deductible as alimony in 2019 would be = $200 × 12
= $2,400
$2,400 in 2019 are deductible as alimony.
<span>Contractionary fiscal policy that reduces the budget deficit may INCREASE Business investment by REDUCING interest rates
when interest rates is low, people will feel ENCOURAGED to borrow some money from the bank and invest in the business because they will have lower amount to return.</span>
Answer:
Hotel Co. should record the gross transaction fee and not only the net amount it receives from Expedia.
Explanation:
The revenue that Hotel Co. should account for in its books includes the gross transaction fee, while the collection expense that is withheld by Expedia is recorded as an expense or cost. This method ensures that the revenue due to the Hotel Co. is actually accounted for while the collection expense by Expedia is also separately accounted for. This will enable comparison with another hotel that does not use Expedia for its collection, for example.
Answer: $6581.58
Explanation:
Based on the information given in the question, the mortgage payment per month will be calculated thus:
= [P x I x (1+I)^N]/[(1+I)^N-1]
where,
P = Principal = $750000
I = Interest rate per month = 10%/12 = 0.10/12 = 0.008333
N = number of installments = 30 × 12 = 360
Then, the equated monthly installment will be:
= [750000 × 0.008333 × 1.008333^360] / [1.008333^360-1]
= [750000 × 0.008333 × 19.8350386989] / [19.8350386989 - 1]
= 123964/18.835
= 6581.58
Under this loan proposal, your mortgage payment will be $6581.58 per month.
