Answer:
Demand for luxury cars will decrease massively today.
Explanation:
Demand for Luxury items is highly Elastic (>1). This means that quantity demanded will respond proportionately higher to price change.
Future Expectations about price also determine demand.
- If prices are expected to fall in future, demand will decrease today (postponed at future lower prices). If prices are expected to rise in future, demand will increase today (reduced at future higher prices).
- However its important that these are not necessity goods, whose consumption urgency makes their demand inelastic i.e less respondent to price.
So : Luxury Cars having Elastic Demand, coupled with future lower prices & better credit facilities - will reduce their demand massively today, as it's expected to be highly demanded in future period rather than current period
Answer: See attachment
Explanation:
Note:
April 17:
Account payable- Lyon Company:
= $5000 - $750
= $4250
Merchandise inventory:
= $4250 × 2%
= $4250 × 0.02
= $85
Cash = $4250 - $85
= $4165
April 28:
Account payable- Frist Corp:
= $9300 - $500
= $8800
Merchandise inventory:
= $8800 × 1%
= $8800 × 0.01
= $88
Cash = $8800 - $88
= $8712
Check the attachment for further information
Answer:
$1040.56
Explanation:
A bond is debt instrument issued by a borrower which promises to pay the holder regular interest for the holding period and the terminal value at the end of the period.
According to the discounted cash flow model, the value of an asset is the present value of the future cash flows arising from the assets discounted at the required rate of return.
Present value is the worth today of an amount expected in the future.The process of calculating the present value is called discounting
To calculate the price of this bond, we shall discount the future cash flows using the required return of 8% per annum, which is the same as 4% per six-month
Interest payment per 6 month = (9% × $1000)/2= $45
PV of interest payment = 45 × (1- (1.04)^(-2×5))/0.04)= 364.995
PV of redemption value = 1000 × 1.04^(-2× 5) = <u>675.56</u>
Price of the bond 1<u>040.56</u>