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Taya2010 [7]
2 years ago
11

Deal or No Deal. You are a contestant with 5 suitcases left: $1 $30,000 $100,000 $300,000 $750,000 The bank offers you $250,000

to walk away from the game. Based on EXPECTED VALUE, explain whether or not you choose the deal.
Business
1 answer:
Leviafan [203]2 years ago
3 0

Answer:

Deal

Explanation:

Amount of cash left in the 5 Suitcase = $1 , $30000, $100000, $300000, $750000

The probability of selecting each bad is equal and it is 1/5

Thus, the expected value of prize = 0.2(1+30000+100000+300000+750000)

= 0.2 * 1180001

= $236,000.2 0

Since the bank is offering amount of $250,000 which is greater than the expected value, then it is considered as a deal.

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Based on the scenario above, when this happens, the customer is likely to be engaging or to have a traded down. The trading down is being defined as having the quality of the product to be reduced in means of being able for the price to be suited for its consumers.

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2 years ago
In a small, closed economy, national income (GDP) is $ 400.00 million for the current quarter. Individuals have spent $ 150.00 m
Mashcka [7]

Answer:

The amount spent in this economy in the said quarter is<em> $100,000,000.00</em>

Explanation:

<em>However, in closed economies what it simply means is that there are no exports and imports.</em>

<em />

Investment (I) = business investment plus residential investment plus inventory investment. Government Purchases (G) = general government consumption plus general government investment. Net Exports (NE) = exports minus imports plus net tourism.

∴ to calculate the amount of money spent on this closed economy, I will use the <em>Expenditure Approach formula</em> for GDP and make Investment the subject of the formula which is

GDP formula is used which states that total output/GDP (Y) is equal to Consumption (C) + Investment (I) + Government Spending (G) + Net exports (NX). Where net exports is exports (X) minus imports (M): NX = X – M.

Where:

GDP (Y) = C + I + G + (X-M)

Where:

GDP (Y) = $400,000,000.00

C = $150,000,000.00

I = 0

G = $150,000,000.00

(X-M) = 0

GDP (Y) = C + I + G + (X-M) =

$400,000,000.00 = $150,000,000.00 + (I) + 150,000,000.00 + (X-M)

Making (I) the subject of the Formula

GDP- C -G = I

∴ $400,000,000.00 - $150,000,000.00 - $150,000,000.00 = I

∴ $400,000,000.00 - $300,000,000.00

=<em> $100,000,000.00</em>

<em></em>

The amount spent in this economy in the said quarter

=<em> $100,000,000.00.</em>

<em></em>

<em>Note: </em><em>I did not add the Tax because I used the Expenditure approach method which does not include the tax values while the Income Approach method does include it but excludes Export and Import values.</em>

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You are evaluating a fund that had an annual average return of 7.2%. During that time, the average risk-free rate was 1.5% and t
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Answer:

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i hope this helps
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