Answer:
Year Cashflow [email protected]% PV
$ $
1 12,700 0.8929 11,339
2 12,700 0.7972 10,124
3 12,700 0.7118 9,040
4 12,700 0.6355 <u>8,071</u>
Present value of annuity <u>38,574</u>
Explanation:
In this case, there is need to discount the cashflow for each year at 12%. then, we will add the present values of cashflows in order to obtain the present value of annuity.
Answer:
She must sell 7,500 copies to mantain the profits when price changes to $15.
Explanation:
- Let's start with a definition of profit or benefit: Benefit=
- At the beggining, she obtained a profit of $75,000: She sold 5,000 copies, and she got $20-$5=$15 dollars for each of the 5,000. units sold, which means a benefit of dollars.
- Then, if she wants to keep the $75,000 profits when prices falls to $15, she must sell more copies:. Then, the quantity she must sell to mantain the profit constant at $75,000 is New quantity=7,500.
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