The carrying value of a bonds at the time of maturity will always equals: par value.
<h3>What is Par value?</h3>
Par value can simply be defined as the price of a bond or face value of a bond.
The carrying value of bonds at the time of maturity will always equals par value by adding or lessing the carrying amount or unamortized discount or unamortized premium.
Inconclusion the carrying value of a bonds at the time of maturity will always equals: par value.
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Answer: E. luxury; necessity
Explanation:
Income elasticity of demand is a measure of how the demand for a good or service change when people's income changes. It the ratio of the percentage change in quantity demanded to the percentage change in income.
Answer:
See below
Explanation:
The computation of net cash provided is seen below
Proceeds from issuance of common stock
147,900
Less:
Purchase of treasury stock
($40,100)
Less:
Dividend payment
($89,600)
Less:
Retirement of bonds
($110,000)
Cash flow used by financing activities
($91,800)
Answer:
None of the following answer choices is correct.
Explanation:
In pursuing its own best interest Firm A will in no case concede that cigarette smoking causes lung cancer. Cigarette smoking is injurious to health and mostly firm print this warning on the cigarette labels but since it is an addiction people do not care to read this.
Answer:
YTM is 7.43%
Explanation:
The yield to maturity of a bond can be computed using the rate formula in excel,which is given below:
=rate(nper,pmt,-pv,fv)
the nper is the number of coupon interest the bond would pay before it is redeemed at maturity starting from ,which is 15 years multiplied by 2=30
the pmt is the semiannual coupon payable by the bond,which is $1000*9.1%/2=$45.5
the pv is the price of the bond which is 115%*$1000=$1150
the fv is the face value of the bond at $1000
=rate(30,45.5,-1150,1000)=3.715%
The rate of 3.715% is a semi annual rate
annual rate 7.43%(3.715%*2)
