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FromTheMoon [43]
3 years ago
7

In recent times, the value of "currency" as well as "checkable deposits" was about $___________ billion each.

Business
1 answer:
Alinara [238K]3 years ago
6 0

Answer:

As of December 2019, the total amount of currency in the US economy was $1,700 billion, while total checkable deposits as of December 2019 was $2,300 billion.

Explanation:

Total M1 money supply in the US economy as of December 2019 was $4 trillion (as stated by the federal reserve)

M1 money supply includes checkable deposits, paper bills and coins (currency) and travelers' checks.

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Calculate how much you would have in 25 years if you saved $3,000 a year at an annual rate of 9 percent with the company contrib
BaLLatris [955]

Answer:

the amount have in 25 years is $317,628

Explanation:

The computation of the amount have in 25 years is shown below:

PMT = Payment saved per year

= $3,000 + $750

= $3,750.00

N = Periods of payment = 25 years

R = Rate = 9%

Now the formula is

FV = (PMT × ((1 + R)^N-1) ÷ (R)  

= $3,750 × ((1 + 9%)^25-1) ÷ (9%)

= $317,628

Hence, the amount have in 25 years is $317,628

8 0
3 years ago
Which of the following investments would have the highest future value at the end of 10 years? Assume that the effective annual
LenaWriter [7]

Answer:

The investment that will have the highest future value is option b.

Explanation:

First lets suposse the effective annual rate is 10%  

a. Future value= $2,500  

c. First you must obtain the net present value of all cash flows with the formula attached, for example:  

NVP= ($250/(1+10%)^1)+($250/(1+10%^2)+($250/(1+10%^3)... and so on until year 10  

With the excel formula "NPV" you can calculate the net present value specifying the interest rate, the cash flows.  

The NPV= $1,536.14  

And then you calculate the future value of this answer with this formula:  

VF=VP(1+i)^n  

VF= $1,536.14*(1+10%)^10  

VF=$3,984.36  

b. If payments are due at the beginning of every year means that at year 0 you start with $250. You must calculate the NPV in this way  

NPV= $250+($250/(1+10%)^1)+ )+($250/(1+10%^2)+($250/(1+10%^3)... and so on until year 10  

NPV= $1,786,14

And then you calculate the future value of this answer:

VF= $1,786,14*(1+10%)^10  

VF=$4,632.79

d. First, you must convert the annual interest rate into semi-annually interest

10% Annually effective is 4,88% Semi-anually effective

NPV=$125+($125/(1+4,88%)^1)+ )+($125/(1+4,88%^2)+($125/(1+4,88%^3)... and so on until period 20

NPV=$1,698.75

And then you calculate the future value of this answer:

VF= $1,698 *(1+10%)^10  

VF=$4,405.37

The investment that will have the highest future value is option b.

3 0
3 years ago
A company: purchased 100 units for $20 each on January 31, purchased 100 units for $30 on February 28, and sold 150 units for $4
igomit [66]

Answer:

Ending inventory as at 31 December = $1500

Explanation:

First-In-First-Out is a method of inventory valuation whereby the stock that comes in first, is used first. This is common for inventory consisting of perishables, such as vegetables where if not used/sold soon, it would be wasted.

Jan 31: Purchases = $20 x 100 units = $2000

<em><u>Remaining inventory:</u></em>

$20 x 100 units = $2000

Feb 28: Purchases = $30 x 100 units = $3000

<em><u>Remaining inventory:</u></em>

$20 x 100 units = $2000

$30 x 100 units = $3000

<em><u>Sales = 150 units x $45:</u></em>

$20 x 100 units = $2000

$30 x 50 units = $1500

<em><u>Remaining inventory</u></em>

200 - 150 = 50 units x $30 = $1500

<em>Thus,</em>

Cost of Goods Sold = $3500 ($2000 + $1500)

Ending inventory as at 31 December = $1500

3 0
3 years ago
How does open book management benefit employees?
lutik1710 [3]

Answer: It helps your employees do their job better.

Explanation: Not only that but it will help all people who work there, know what the job is about and know the full meaning and whole of what it is. I hope this helps!

5 0
2 years ago
Based on what you have read, if Jasmine works at the supermarket, what is her opportunity cost? working at a new job earning ext
Greeley [361]

missing out on playing basketball

3 0
3 years ago
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