Answer:
So project two is better because it will increase the wealth of Chandler Tire by $ 18,598.33 more than Project 1
Explanation:
<em>To determine which project to be selected, we will compute the present value (PV) of the two projects and select the one with a higher PV.</em>
Present value is the today worth of the future cash inflows from a project. The higher the present value the more wealth is been created. So a project with a higher PV is better if two are been compared.
So when comparing two projects, the one with a higher PV is better.
<em>PV of Poject 1 </em>
PV = 52,000 × 1-(1.015)^(-6)
$196,793.10
<em>PV of Project 2</em>
PV = 48,000 × 1- (1.015)^(-8)
$215,391.43
So project two is better because it will increase the wealth of Chandler Tire by $ 18,598.33 more than Project 1
Answer:
Debit account receivable $2.4 million; Credit Ticket Revenue $2.4 million
Explanation:
Double entry is when a business records a debit and credit in relation to a transaction. Generally you debit the receiver and credit the giver.
In this instance sales of tickets were made by Denver Broncos of $2.4 million worth.
The sale involves receipt of cash, but it is preseason and customers have not yet received service so we debit accounts receivable for $2.4 million.
Revenue is made from the sale so we credit Ticket Revenue to recognise income made.
Answer:
Remain same
Explanation:
In this situation, China makes tablets and smartphones only. The equipment used to manufacture these two products is nearly the same, the same collection of tools is equally useful in manufacturing both smartphones and tablets. So there is the constant opportunity cost of both commodities.
Resources are similarly appropriate for the manufacturing of two varied goods at a constant opportunity cost.
Therefore, the opportunity costs for additional smartphone remains the same.
Answer and Explanation:
The computation is shown below:
We use the formula that is given below:
Invested amount = $1,000,000 present value
Present value = 1 ÷ (1 + rate of interest)^number of years
a.
The amount invested is
= $1,000,000 ÷ (1.1104)^45
= $8,983.07
b,
The amount invested is
= $1,000,000 ÷ (1.0552)^45
= $89,111.71
