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Rama09 [41]
3 years ago
13

"Raising the interest rate on reserves above the current fed funds rate means that the floor of reserve demand will push the equ

ilibrium fed funds rate up along with the interest rate on reserves. Both borrowed reserves and non-borrowed reserves will remain the same."
a. True
b. False
Business
1 answer:
Dennis_Churaev [7]3 years ago
3 0

Answer:

True.

Explanation:

The federal fund rates, commonly referred to as fed funds rates can be defined as the interest rate at which banks in the U.S lend money to other depository financial institutions, such as credit union or banks, mainly without any collateral and on an overnight basis.

Raising the interest rate on reserves above the current fed funds rate means that the floor of reserve demand will push the equilibrium fed funds rate up along with the interest rate on reserves. Both borrowed reserves and non-borrowed reserves will remain the same.

However, when the Fed reduces the interest rate on reserves below the current fed funds rate, it simply means that, there would be a leftward shift in the demand for reserve line, at any given interest rate. Thus, causing the fed funds rate to decrease, while borrowed reserves and non-borrowed reserves remain unchanged.

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What takes place during pre-planning?
Blizzard [7]
During pre-planning, planning is being taken place during this stage in which the planning or brain storming is being done in advance in a form of having to organize the things that a team should do to finish task ahead of time or just right in time.
6 0
3 years ago
In a recent year hart corporation had net income of $125,000, interest expense of $30,000, and tax expense of $40,000. what was
makkiz [27]

Net income = $125,000

Interest expense = $30,000

Tax expense = $40,000

Interest times hart corporation earned for the year = ?

First add all the expenses and then divided by interest expense to get interest times.

= ($125,000 + $30,000 + $40,000) / $30,000

= $195,000 / $30,000

<span>= 6.5 </span>

4 0
3 years ago
Mrs. Beach bought shells at a gift shop. The red shells (r) were $0. 75 each, and the white shells (w) were $0. 49 each. The tot
inessss [21]

The next guesses of the clerk should be less of red shells and more of white shells.

<h3><u>Decision about less of white and more red shells</u>:</h3>

Given that,

   Red shell [r] costs         =       $0.75 each.

   White shell [w] costs     =        $0.49 each.

   Total of 8 shells              =       $4.70

The clerk guesses that the $4.96 for 4 red shells and 4 white shells is greater than the actual purchase.

Therefore,

The clerk should make use of less red shells, and more of white shells, because the unit costs of red shell is more than the white shell.

Learn more about equations, refer:

brainly.com/question/2574274

4 0
2 years ago
Find the APR, or stated rate, in each of the following cases (Do not round intermediate calculations and round your final answer
Valentin [98]

Answer:

Stated Rate    No. of Times Compounded     Effective Rate (EAR) %            

   11.85%                    Semiannually                             12.2 %

   12.37%                    Monthly                                      13.1%

   110.27%                    Weekly                                       10.8%

   13.54%                    Infinite                                        14.5%

Explanation:

EAR = ( 1 + ( APR / m )^m)-1

Semiannually

m = 12 / 6 = 2

0.1220 = ( ( 1 + ( APR / 2 ) )^2) - 1

0.1220 + 1 = (1 + ( APR / 2 ) )^2

1.1220 = ( 1 + ( APR / 2 ) )^2

\sqrt{1.1220} = \sqrt{( 1 + ( APR / 2 ))^2}

1.059 = 1 + ( APR / 2 )

1.059 - 1 = APR / 2

0.059 x 2 = APR

APR = 0.1185 = 11.85%

Monthly

m = 12  / 1 = 12

0.1310 = ( ( 1 + ( APR / 12 ) )^12) - 1

0.1310 + 1 = (1 + ( APR / 12 ) )^12

1.1310 = ( 1 + ( APR / 12 ) )^12

APR = 12.37%

Weekly

m = 52

0.1080 = ( ( 1 + ( APR / 52 ) )^52) - 1

0.1080 + 1 = (1 + ( APR / 52 ) )^52

1.1080 = ( 1 + ( APR / 52 ) )^52

APR = 10.27%

Infinite

m = 20,000

0.1450 = ( ( 1 + ( APR / 12 ) )^12) - 1

0.1450 + 1 = (1 + ( APR / 12 ) )^12

1.1450 = ( 1 + ( APR / 20,000 ) )^20,000

APR = 13.54%

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3 years ago
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