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sergij07 [2.7K]
3 years ago
12

Consider the following data: currency (held outside banks) = $354 billion, checkable deposits = $250 billion, traveler's checks

= $4 billion, small-denomination time deposits = $200 billion, savings deposits = $100 billion, retail money market mutual funds = $160 billion. M1 equals __________ billion and M2 equals __________ billio
Business
1 answer:
Agata [3.3K]3 years ago
5 0

Answer:

a). M1=$808 billion

b). M2=1,068 billion

Explanation:

M1 is the money supply that is the most liquid and is or can be easily converted into cash. The formula for calculating M1 is;

M1=C+D+T+S

where;

M1=money supply

C=currency held outside banks

D=checkable deposits

T=traveler's checks

S=small-denomination time deposits

In our case;

M1=unknown

C=$354 billion

D=$250 billion

T=$4 billion

S=$200 billion

replacing;

M1=(354+250+4+200)=$808 billion

M1=$808 billion

M2 includes elements of M1 and additional  money supply that are near liquid. The formula is;

M2=M1+savings deposit+mutual funds

where;

M1=$808 billion

savings=$100 billion

retail money market mutual funds=$160

replacing;

M2=(808+100+160)=1,068 billion

M2=1,068 billion

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3 years ago
Colleen Mooney earned a salary of $400 for the last week of September. She will be paid on October 1. The adjusting entry for Co
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Answer:

b. Salaries and Wages Expense 400 Salaries and Wages Payable 400

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3 0
3 years ago
A company produces and sells a consumer product and is able to control the demand for the product by varying the selling price.
Yuki888 [10]

A company produces and sells a consumer product and is able to control the demand for the product by varying the selling price. The approximate relationship between price and demand is 50 units.

p = 38 + (2,700 / D) - (5,000 / D2)

Marginal (variable) cost (MC) = 40

(a) Profit is maximized by equality of Marginal revenue (MR) and MC.

Total revenue (TR) = p x D = 38D + 2,700 - (5,000 / D)

MR = dTR / dD = 38 + (5,000 / D2)

Equating MR with MC,

38 + (5,000 / D2) = 40

5,000 / D2 = 2

D2 = 2,500

Taking positive square root on each side,

D = 50

(b) When D = 50, from demand function we get

p = 38 + (2,700 / 50) - (5,000 / 2,500) = 38 + 54 - 2 = $90 (Profit-maximizing price)

Profit (\pi) ($) = Total Revenue - Total Costs = TR - (Fixed cost + Total variable cost) = (p x D) - (1,000 + 40D)

= 38D + 2,700 - (5,000 / D) - 1,000 - 40D

= 1,700 - 2D - (5,000 / D)

Profit is maximized when d\pi/dD = 0 and d2\pi/dD2 < 0.

First order condition: d\pi/dD = - 2 + (5,000 / D2)

Second order condition: d2\pi/dD2 = d/dD(d\pi/dD) = - 2 x (5,000 / D3) = - 10,000 / D3

Since D > 0, (- 10,000 / D3) < 0, which proves that profit is maximized when company produces = 50 units.

Learn more about the company products at

brainly.com/question/19649017

#SPJ4

8 0
2 years ago
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Answer:

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