The original price of the machine is $2,600 but it has a depreciation value now of $1,200.
*original price - depreciation value = machine's existing value*
$2,600 - $1,200 = $1,400
However, they've sold the machine for $2,200 instead of 1,400 (which is supposedly the existing price). So, they've gain $800 ($2,200 deducted by $1,400) out from this transaction.
Answer:
The amount of fees that Jill will pay this year=$248.20
Explanation:
Expense ratio is a measure of how much fees that fund management firms charge their clients for their investments services. These fees cover administrative and operational costs. In our case, the expense ratio will be expressed as the fees that Jill will pay as a portion of the total amount she invested. The expense ratio can be expressed as shown;
ER=C/A
where;
ER=expense ratio
C=total funds cost
A=total funds assets
In our case;
ER=0.17%=0.17/100=0.0017
C=unknown to be determined
A=$146,000
replacing;
C=ER×A
C=0.0017×146,000=$248.20
The amount of fees that Jill will pay this year=$248.20
Answer:
The answer is a. $2,967.92
Explanation:
Calculation of prent value
Present value = p* (1+i)^-10
Present value = $4,500 * (1+0.0425)^-10= <u>$2,967.92</u>
The best and the most correct answer among the choices provided by the question is the second choice. The production of trucks and cars is best represented by the second graph. I hope my answer has come to your help. God bless and have a nice day ahead!
The current yield for a corporate bond = 9.19 %
Calculation :
Amount of annual interest = face value × rate of interest
= $1000 × 8.0
= 8000%
Then, Current yield = amount of annual interest / current price
= 8000% ÷ $870
= 9.19 %
Do corporate bonds pay interest?
Corporate bonds pay interest semi-annually, which suggests that, if the coupon is five percent, each $1000 bond can pay the bondholder a payment of $25 every six months--a total of $50 per year
What Is the Current Yield?
Current yield is an investment's annual income (interest or dividends) divided by the present price of the security. This measure examines the present price of a bond, instead of looking at its face value.
Learn more about current yield :
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