'Actual Tigers Company'
Total Assets
$100,000
Stockholder Equity: $30,000
$100,000 - $30,000 = $70,000
$70,000 + $30,000 = $100,000
Total Assets - Equity = $70,000 (total liabilities)
$70,000 + Equity = $100,000 (total assets)
In accounting if we minus the total assets ($100,000) with equity ($30,000) it will always give the "total liabilities" which is (70,000)
Then, adding the "total liabilities" ($70,000) with the equity ($30,000) equals $100,000 equal like as the "total assets"of $100,000
The total assets MUST match the total liabilities. If they don't match then either the calculation of the total assets are inaccurate or the numbers are estimated wrong to recalculate.
Answer:
b. illustrates the negative relationship between price and quantity demanded.
Explanation:
The demand curve is negatively sloped. The higher the price, the lower the quantity demanded and the lower the price, the higher the quantity demanded. This illustrates a negative relationship between price and quantity demanded.
I hope my answer helps you
The two common security that threats that IT personnel encounter in businesses on aregular basis are hacking and malware. Read below about hacking.
<h3>What is hacking?</h3>
A security hacker is someone who explores methods for breaching defenses and exploiting weaknesses in a computer system or network. It is also the act of compromising digital devices and networks through unallowed permission to an account or computer system.
Therefore, the correct answer is as given above
learn more about hacking: brainly.com/question/23294592
#SPJ1
Answer:
a. The price of the 4-year bond if its yield increases to 7.40%: $966.43
b. The price of the 8-year bond if its yield increases to 7.40%: $941.20
Explanation:
The price of the bond will be equal to the present value discounted at yield to maturity of all the cash flows generating by the bonds including annual coupon payments and face value repayment at the maturity.
a.
4-year bond has the cash flow as followed: 4 annual coupon repayments, $64 each and face value repayment of 1,000 at maturity.
=> Price of the bond = (64/0.074) x [ 1 - 1.074^-4 ] + 1,000/1.074^4 = $966.43
b.
8-year bond has the cash flow as followed: 8 annual coupon repayments, $64 each and face value repayment of 1,000 at maturity.
=> Price of the bond = (64/0.074) x [ 1 - 1.074^-8 ] + 1,000/1.074^8 = $941.20