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Ugo [173]
3 years ago
10

Greg Hall is a developer who secured a loan for 15 homes he is building. As each home is completed, Greg must be able to give cl

ear title to each purchaser. To keep from having to pay off the whole mortgage before he can sell each parcel, which clause will he need to have in his mortgage document? Release clause Subordination clause Acceleration clause Prepayment Privilege
Business
1 answer:
cupoosta [38]3 years ago
7 0

Answer:

Release clause

Explanation:

A release clause is a word used to describe a stipulation in a mortgage deal. After a proportionate amount of the mortgages has been repaid, the release clause provides for the release of some or all of portion of an estate from a purchaser's claim.

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Students who are trying to raise funds have an agreement with a local pizza chain. The chain has agreed to sell them pizzas at a
musickatia [10]
<span>I think that this is a great way to raise funds. This agreement between the students to buy pizzas at a discounted prices and then resell them at full price provides the students with the ability to raise money for their school or program. This is also an incentive for the Pizza chain because they will get exposure to a larger number of people.</span>
5 0
3 years ago
Which of the following statements concerning the selection of risk management techniques and insurance market conditions is (are
valentinak56 [21]

Answer:

I.It's easier to purchase affordable insurance during a "soft" market than during a "hard" market

I only

Explanation:

When a purchaser of insurance wants to make a purchase he analyses the market to get a favourable condition that reduces risk and loss.

The market condition can be a soft market or hard market.

Soft market is one in which potential sellers are more than potential buyers. So supply exceeds demand. Buyers are able to buy affordable insurance.

Hard market on the other hand is when there is an upswing in market cycle. Premiums increase and capacity for insurance decreases.

It is more difficult to get affordable insurance in this market

6 0
4 years ago
Issues $10,000,000, 7.8%, 20-year bonds to yield 8% on January 1, 2018. Interest is paid on June 30 and December 31. The proceed
igomit [66]

Answer:

B. $784,249

Explanation:

The effective interest amortization is an accounting practice used for discounting a bond. This method isused for bonds sold at a discount; the amount of the bond discount is amortised as interest expense over the bond's life

Interest expenses for 6 months from Jan 1st to Jun 30th is $392,083 = $9,802,072* 8%/2

Amortization of Discount is $2,083= $9,802,072* 8%/2 - 10,000,000*7.8%,/2

Carry Amount of Bond on June 30 $9,804,155= bond proceed of $9,802,072 + Amortization of Discount is $2,083

Interest expenses for 6 months from Jul 1st to Dec 31st is  $392,166 = Carry amount of Bond $9,804,155 x effective rate 8%/2

Total interest expense will be recognized in 2018 is $784,249 = $392,083 + $392,166

8 0
3 years ago
Charles is a stay-at-home parent who lives in New York City and teaches tennis lessons for extra cash. At a wage of $25 per hour
Margaret [11]

Answer:

2.75, elastic.

Explanation:

Measure labor supply elasticity of Individual T's as follows :

              \bf Elasticity=\frac{Percent \;change\;in\;labour\;hr}{\frac{Average\;labour\;hour}{\frac{Percent\;change\;in\;wage\;price}{Average\;wage\;price} } }

                                \bf =\frac{16-6}{\frac{16+6}{\frac{2}{\frac{35-25}{\frac{35+25}{2} } } } }

                                \bf=\frac{10}{\frac{11}{\frac{10}{30} } }

                                \bf=\frac{0.91}{0.33}

                                =2.75

Therefore, the elasticity of the labour supply of Individual T's is approx. of earnings per hour. <u>2.75</u>, meaning that the work supply of Person T's is <u>elastic</u> across this wage range

4 0
3 years ago
A company expects to pay a dividend of $3.50 per share one year from today. the dividend is expected to grow at 30 percent per y
monitta

Answer: $70

Explanation:

Price = Present value of year 1 dividend + Present value of year 2 dividend + Present value of year 3 dividend + Present value of year 4 dividend + Present value of year 4 price

Year 4 price = Year 4 dividend / ( Required return - Growth rate after 3 years)

= (3.50 * 1.30³ * 1.04) / (13% - 4%)

= $88.856

Price = (3.50 / (1 + 13%)) + ( (3.50 * 1.3) / 1.13²) + ( (3.50 * 1.3²) / 1.13³) + ( (3.50 * 1.3³) / 1.13⁴) + 88.856/1.13⁴

= $69.97

= $70

7 0
3 years ago
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