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ASHA 777 [7]
3 years ago
9

A banking system has a reserve ratio equal to 15%. For every $100 deposited into the banking system, the bank is required to kee

p 2 at least ____________ on reserve and can therefore lend no more than _________ Instructions: Enter a whole number in each box above.
b. For this banking system, the money multiplier is equal to__________meaning that $100 of cash deposited into the banking system 4 points can be turned into ___________ deposits through the money creation process.
Business
1 answer:
liraira [26]3 years ago
7 0

Answer:

A banking system has a reserve ratio equal to 15%. For every $100 deposited into the banking system, the bank is required to keep 2 at least ____$15________ on reserve and can therefore lend no more than ___$85______ Instructions: Enter a whole number in each box above.

b. For this banking system, the money multiplier is equal to_____6.67_____meaning that $100 of cash deposited into the banking system 4 points can be turned into ___$667________ deposits through the money creation process.

Explanation:

a) Reserve Ratio:  This is the portion of deposit liabilities that commercial banks must keep, rather than lend out or invest as determined by the country's central bank.   In the United States, the Federal Reserve determines the Reserve Ratio and uses it to control the money supply in the economy.

b) The Money Multiplier refers to the change that happens when an initial deposit leads to a bigger final increase in the total money supply.   For example, a commercial bank has deposit liability of $1 million and this leads to a final money supply of $10 million. The money multiplier is 10.  The formula for calculating the money multiplier is 1/RR, where RR is the Reserve Ratio.  This means that the money multiplier is a function of the reserve ratio.

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Nick is considering investing in a two year $10,000 bond paying a coupon rate of 4%. The market interest rate is 5%. Calculate t
LiRa [457]

Answer:

$9,813.76        

Explanation:

The net present value of the bond can be calculated using the following formula:

PV of Bond ($) = PV of future coupon payments (Step1) + PV of redemption Amount

So here

PV of Bond ($) =  $743.76 (Step1) + $10,000 x Discount Factor at 5% and 2 years time

PV of Bond ($) = $743.76 + $10,000 / (1+5%)^2 = $743.76 + $9,070

PV of Bond ($) = $9,813.76

<u>Step 1: PV of future coupon payments</u>

And Present value of this annual cash flow that would be received in first 2 years is:

Present Value = Future Annual Cash Inflow (Step2)   * Annuity factor at 5% and at 2 years time

Present Value = $400 * [1  -  (1+r)^-n] / r

= $400 * [1  - (1+5%)^-2] / 5%  = $400 x 1.8594 = $743.76

Step 2: Future Annual Cash Inflow

Annual return is the coupon interest received, so this implies that:

Annual Cash Inflow = Face value * Coupon rate

Here

Face value of the bond is $10,000

Coupon rate is 4%

So by putting values, we have:

Annual Cash Inflow = $10,000 x 4% = $400

3 0
3 years ago
At the end of the year the unadjusted balances of Angel Provisions included the following accounts: Sales $ 880,575 Accounts Rec
ANEK [815]

Answer:

The uncollectible accounts expense for the year be $6,075 - $1,718 = $4,357 and the required journals are:

Debit Bad debt expense                                     $4,357

Credit Allowance for doubtful accounts            $4,357

<em>(To record bad debt expense for the year)</em>

Explanation:

If all the sales were assumed to be sold on credit to the tune of $880,575, the accounts receivable would increase by that amount and the required journals are:

Debit Accounts receivable                            $880,575

Credit Sales revenue                                     $880,575

<em>(To record sales transactions on account)</em>

Balance in Accounts Receivable is therefore $111,475 + $880,575 = $992,050 while its cash realizable value will be $992,050 - $6,075 = $985,975.

5 0
3 years ago
You plan to invest $600 in your savings account this year and then you intend to increase the amount that you invest by 3% each
koban [17]

Answer:

The correct answer is $20,211.84.

Explanation:

According to the scenario, the given data are as follows:

Payments (PMT) = $600

Interest rate = 7%

Growth rate = 3%

Time = 16 yeras

So, future value of growing annuity can be calculated by using following formula :

FV of growing annuity = Payment × ((1+ interest rate)^n - (1 + Growth rate)^n) / (Interest rate - Growth rate)

= 600 × ((1.07)^16 - 1.03^16) / (.07 - .03)

= 600 × ( 2.95216374857 - 1.6047064391 ) / (0.04)

= 600 × 33.6864

= $20,211.84

Hence, the correct answer is $20,211.84.

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