Hey there!
I think you meant to type "value of what you <em>own</em> minus what you owe". Let me know if this assumption isn't correct, though I don't know what the value of what you owe is besides... ya know, what you owe.
The value of what you own is called you assets. This can include anything of value that you own, particularly your pricier possessions. Think of a vintage family heirloom or a highly–priced article of clothing. Assets, though, includes the value <em>everything</em> that you own that you could possibly put a price tag on if you were certain someone would buy it.
What you owe is called your liability. This is basically any debt that you owe anyone, whether it be your buddy who footed your lunch bill the other day when you didn't have enough cash or a student loan you used to pay for college.
Your assets minus your liability is called your net worth. This is basically what you are worth in total. This makes sense, since any debt you owe will be taken out of the amount that you are worth or any money that you have.
Net worth will be your answer.
Hope this helped you out! :-)
Answer: US Air Force and Navy
Explanation:
Answer:
$35,010,000
Explanation:
Calculation for the proper cash flow amount to use as the initial investment in fixed assets when evaluating this project
Cash flow = $11.4 million + $22.6 million + $1,010,000
Cash flow = $35,010,000
Therefore the proper cash flow amount to use as the initial investment in fixed assets when evaluating this project is $35,010,000
Answer:
a.
3.51%
b.
0%
Explanation:
a.
First, we need to calculate the YTM of 6 months zero-coupon bond by using the following formula
Price = Face value / ( 1 + YTM )^numbers of years
96.79 = 100 / ( 1 + YTM )^1
1 + YTM = 100 / 96.79
1 + YTM = 1.0331646
Now calculate the YTM of 1 Year zero-coupon bond
93.51 = 100 / ( 1 + YTM )^1
YTM = 1.0331646 - 1
YTM = 0.0331646
YTM = 3.31646%
YTM = 3.316%
1 + YTM = 100 / 93.51
1 + YTM = 1.06940
YTM = 1.06940 - 1
YTM = 0.06940
YTM = 6.940%
YTM = 6.94%
Hence the forward rate is calculated as follow
Forward rate = [ (1 + YTM of 1 year zero coupon bond ) / ( 1 + YTM of 6 months year zero coupon bond ) ] - 1 = ( 1 + 6.94% ) / ( 1 + 3.316% ) = [ 1.0694 / 1.03316 ] - 1 = 1.03508 - 1 = 0.03508 = 3.508% = 3.51%
b.
At the time of inception the formward rate is 0.