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postnew [5]
3 years ago
13

Consideration in a bilateral contract always involves both:______.A. A legal benefit and a legal detriment.B. A legal waiver and

a legal renunciation.C. A legal detriment and a legal impediment.D. A legal benefit and a legal waiver.
Business
1 answer:
kicyunya [14]3 years ago
5 0

Answer:

A. A legal benefit and a legal detriment.

Explanation:

In contract law, consideration refers to the benefit element of value that must be bargained between the two parties.

Consideration always includes a legal benefit because you are going to receive some consideration from the other party, but it also involves a legal detriment because you are also giving away something of value (consideration) in exchange to the other party. E.g. you buy a hamburger (you receive food) but you must pay for it (you exchange money).

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The government offers a $9 per-unit subsidy for buyers in this market. Compute consumer surplus, producer surplus, government re
lana [24]

<u>Explanation</u>:

Subsidies are meant to reduce the money paid by buyers for units of commodity from the producers, while also reducing the selling price imposed by the producers on their sellers.

For example, the initial cost per unit of a popular commodity is $19 and the government then offers a $9 per-unit subsidy for buyers.

Consumer surplus= $9

Producer surplus= 10+9=$19

3 0
3 years ago
The Weighted-Factor Rating Model is one of the methods used to compare the attractiveness of several global locations along a nu
Ivahew [28]

Answer:

Iam sorry I don't know but why Iam messaging iss because when more people message it usually appears to more people so someone else will be able to help you:)

6 0
2 years ago
Robert treats coffee and creamer as perfect complements and has very specific requirements for the ratio of creamer to coffee. H
diamong [38]

Answer:

a. Robert's optimal consumption bundle contains <u>9.18</u> cups of coffee and <u>45.88</u> packets of creamer.

b. Zero packets of creamer is the substitution effect.

Explanation:

a. Suppose that Robert has $39.00 to spend on coffee and creamer. His optimal consumption bundle contains _______cups of coffee and _________

The consumption ratio can be stated as follows:

5 Creamer = 1 cup of coffee

Budget line has an equation can also be given as follows:

B = (Pm * Qm) + (Pf * Qf) ...................... (1)

Where;

B = Budget = The amount Robert has to spend on coffee and creamer = $39.00

Pm = Price of creamer = $0.25

Qm = Quantity of creamer = ?

Pf = Price of coffee = $3.00

Qf = Quantity of coffee = ?

39 = (0.25 * Qm) + (3 * Qf)

39 = 0.25Qm + 3Qf

Since "5 Creamer = 1 cup of coffee". This also implies thal 1 creamer = 1 / 5 cup of coffee. Therefore, we have;

39 = 0.25Qm + (3 * 1/5 * Qm)

39 = 0.25Qm + (3/5)Qm

39 = 0.25Qm + 0.60Qm

39 = 0.85Qm

Qm = 39 / 0.85

Qm = 45.88

Qf = 45 / 5 = 9.18

Therefore, Robert's optimal consumption bundle contains <u>9.18</u> cups of coffee and <u>45.88</u> packets of creamer.

b. Now, suppose that the price of creamer rises to $0.50 per packet. What is the substitution effect of this price change?

Since Robert treats coffee and creamer as perfect complements, this implies that there there is nothing like substitution effect under this condition.

Therefore, zero packets of creamer is the substitution effect.

6 0
3 years ago
Jennifer's pension plan is an annuity with a guaranteed return of 7% per year (compounded monthly). She can afford to put $300 p
givi [52]

Answer:

She will receive $3,494.95 per month.

Explanation:

Jennifer's pension plan is an example of a sinking fund.

A sinking fund is an account that earns compound interests and into which periodic payments are also made.

The formula for calculating the future value of payments in a sinking fund account is given as:

FV=PMT\frac{(1+\frac{r}{n} )}{\frac{r}{n} } ^{n*t}

where:

FV = Future value

PMT = periodic payment = $300

r = interest rate in decimal = 7% = 0.07

n = compounding period per year = monthly = 12

t = number of years compounded = 40

hence:

FV=300\frac{(1+\frac{0.07}{12} )}{\frac{0.07}{12} } ^{12*40}

300*\frac{(1.005833)^{480}}{0.005833} =300* 2,795.96

∴FV = $838,786.8

Finally, we are asked to calculate the amount she will be paid per month in a 20-year payout period, and this is shown below:

20 years = 12 months × 20 = 240 months

Therefore, amount to be paid in a 240 month period =

future value ÷ total number of months 838,786.8 ÷ 240 = $3,494.95

3 0
4 years ago
Bond J has a coupon rate of 3 percent and Bond K has a coupon rate of 9 percent. Both bonds have 13 years to maturity, make semi
noname [10]

Solution :

Given :

Coupon rate for Bond J = 3%

Coupon rate for Bond K = 9%

YTM = 6 %

Therefore,

The current price for Bond J = $ 718.54       =PV(6%/2,13x2,30/2,1000)x -1

The current price for Bond K = $ 1281.46       =PV(6%/2,13x2,90/2,1000)x -1

If the interest rate by 2%,

Bond J =  $ 583.42     =  -18.80% (change in bond price)

Bond K  = $ 1083.32   = -15.46% (change in bond price)

6 0
3 years ago
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