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Hitman42 [59]
3 years ago
12

Suppose that foreigners had reduced confidence in U.S. financial institutions and believed that privately issued U.S. bonds were

more likely to be defaulted on. U.S. net exports would a. rise which by itself would increase aggregate demand. b. rise which by itself would decrease aggregate demand. c. fall which by itself would decrease aggregate demand. d. fall which by itself would increase aggregate demand.
Business
1 answer:
Tatiana [17]3 years ago
8 0

Answer:

Option C, fall which by itself would decrease aggregate demand, is the right answer.

Explanation:

Option C is correct because the reduction in the confidence level in U.S financial institutions will decrease the U.S net export. Moreover, if the foreigner feels insecure about the U.S bonds then this insecurity will induce them to demand less. Therefore, when the net export decreases the aggregate demand will also fall. Thus we can say option C is right.

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The daily interest multiplier for a savings account paying 2% annual interest for 180 days
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Answer:

$5,050.25  

Explanation:

The daily interest multiplier has already been stated to reflect interest earned over a 180-day investment timing horizon, hence , in order to determine the compound of $5,000 saved for 180 days, we simply multiply the daily interest multiplier for 180 days by the actual amount saved as shown below:

FV=PV*interest multiplier

FV=future value=amount in the savings account after 180 days=the unknow

PV=the amount placed in savings account= $5,000

interest multiplier= 1.010050

FV=$5,000* 1.010050

FV=$5,050.25  

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3 years ago
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Answer:

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Explanation:

Hope This Helps.

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2 years ago
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2 years ago
Kearney Inc. has a factory with the following characteristics: direct labor of $82056, direct materials of $52432 fixed overhead
frutty [35]

Answer:

The amount of cost from Pool A that is allocated to LQ6 is $7,802.

Explanation:

Since Pool A includes all variable overhead and uses direct labor as the allocation base, we can obtain the following from the question:

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Variable overhead = $146,362

Number of labor hours used by LQ6 = 162

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Therefore, we have:

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Variable over allocated to LQ6 from Pool A = (Factory's labor cost of LQ6 / Direct labor) * Variable overhead = ($4,374 / $82,056) * $146,362 = $7,801.83518572682

Rounding to whole number of $ as required, we have:

Variable over allocated to LQ6 from Pool A = $7,802

Therefore, the amount of cost from Pool A that is allocated to LQ6 is $7,802.

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