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stiv31 [10]
3 years ago
12

For each of the following scenarios, determine whether the situation described can be attributed to the real-balances effect, th

e interest-rate effect, or the foreign-purchases effect.
a. As a result of an increase in the price level, the cost of borrowing increases, which causes people to buy fewer cars.

1. Real-balances effect
2. Foreign-purchases effect
3. Interest-rate effect

b. When the price level decreases, restaurants become busier as more people purchase restaurant meals.

1. Real-balances effect
2. Foreign-purchases effect
3. Interest-rate effect
Business
1 answer:
aksik [14]3 years ago
3 0

Answer:

A)Interest-rate effect

B)Real-balances effect

Explanation:

✓The interest rate effect can be regarded as change in borrowing as well as spending behaviors as a consequence or result of adjustment of interest rate. As a general rule, interest are been set by central bank of the nation, then consumer banks will then extend similar interest rates across their customers. For instance

As a result of an increase in the price level, the cost of borrowing increases, which causes people to buy fewer cars.

✓ In economics, real balance effect can be regarded as "Pigou effect" which can be regarded as stimulation of output as well as employment which is been caused as a result of increased consumption through a rise in real balances of wealth, especially during time of deflation. Instance of this is

When the price level decreases, restaurants become busier as more people purchase restaurant meals.

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Answer:

$1,223.91

Explanation:

As per the concept of time value of money, the value of money today is more than the value of money tomorrow.

Given:

Price of car = $26,000

Interest rate 12%, compounded monthly

Tenure = 2 years

Now, Price of the car is the value of money today to purchase the car. So, while computing the monthly payment for car $26,000 will be considered as present value.

Monthly payment for car can be computed easily using Microsoft excel.

Use the following mentioned formula to calculate the monthly payment.

"=PMT(rate,nper,pv,[fv])"

wherein,

Rate = 12%/2 (because it has been compounded monthly)

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4 years ago
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3 years ago
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Answer:

Samantha will be willing to pay $ 2,600. The right answer is B.

Explanation:

Acording to the details, the probability of loss in case of Samantha's neighborhood is 25%.

Hence, the expected loss to her will be = 25/100 * 10000 = $2500

Samantha is willing to pay $100 over her expected loss, hence the amount that Samantha be willing to pay = ($2500 + $100 ) = $2600

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Answer:

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I think the answer is .odt.
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3 years ago
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