Answer:
a. 5 years
b. Yes they will because the payback period is 5 years.
Explanation:
a. Payback period
First calculate the annual cash inflow:
= Net income + Depreciation
= 66,500 + 28,500
= $95,000
The investment cost was $475,000
Payback period = Investment cost / Annual cash inflow
= 475,000 / 95,000
= 5 years
b. The company will purchase the games because they have a payback period of 5 years.
Answer:
Three levels of information systems at university include:
1. The students ICT unit (workgroup)
2. The departmental ICT units (enterprise)
3. The examination and records unit (inter enterprise)
Explanation:
The students ICT units and lab works together by communicating with one another in terms of file transfer, content chat systems and temporal record I keeping and processing.
The departmental information system operates at the higher level as an enterprise because at this stage the users at the work stations can no longer have full access to the platform because it is redefined to accommodate academic and non academic staff who are very useful in managing the data content, as well as keeping the security of these content intact against any form of security threats.
The examination and records unit on the final and higher level is the home server for all information systems security, backup and archive and the communication level regarded as the inter enterprise units. It is the final resort point when every other means of information and record keeping becomes threatened. Hence it is seen as the collation, record keeping and transfer point between one enterprise or department to the other.
Answer:
$270,000
Explanation:
Data provided
Quantity of products = $280,000
Total fixed costs = $800,000
Unit sales price = $16
Variable cost = $12
The computation of units must be sold is shown below:-
Contribution per unit = $16 - $12
= $4 per unit
Units must be sold = (Quantity of products + Total fixed costs) ÷ Contribution per unit
= ($280,000 + $800,000) ÷ $4
= $1,080,000 ÷ $4
= $270,000
Answer:
9 in Aynor and 31 in Spartanburg
Explanation:
we need to build the following:
A B C
units COST
Aynor 9 =93 + 80*B2 + POWER(B2;2)*7
Spartanburg 31 =147 + 20*B2 + POWER(B2;2)*3
=b2 + b3 = c2 + c3
We stablish that we want to minimize c3
changing cell b2 and b3
with the restriction that must be integer solution and b4 should equal 40
When a product is scarce, consumers are faced with conducting their own cost-benefit analysis; a product in high demand but low supply will likely be expensive. ... This means that a consumer should only purchase the product if they see a greater benefit from having the product than the cost associated with obtaining it.
