Answer: 1. Deliverables
2. Objectives
Explanation: A deliverable is a project management term that describes tangible or intangible goods or services that are produced from the project, with the intention of being delivered to a consumer.
An objective in this context is a goal that an enterprise aspires towards achieving.
In every enterprise each section is tasked with producing outputs within each department, and deliver to customers. The intention is to of achieve the overall objectives set by the enterprise. Functions are designed to operate cohesively, with the aim of achieving these 2 aspects and ensuring that the enterprise runs smoothly and generates the best possible outcome.
Answer:D.None of the option is correct, the correct answer is Buy; savings=$203,000
Explanation:
The firm will Incurred the total fixed overhead it decides to make.
The total cost of making 6000 units is $163*6000=$978,000
The total cost of buying is $144*6000= $864,000 and when we deduct $89,000 to be saved from fixed overhead by buying we have a total cost of( $864,000-$89,00) =775,000.
This invariably means the company will save ($978,000-$775,000) which is equal to= $203,000 by buying.
Answer:
$22,500
Explanation:
KL Corp
Cash ($15×$10,000 85%) $127,500
Compensation expenses ($15×$10,000×15%) $22,500
Common stock ($15×$10,000) $150,000
Therefore KL will record compensation expense associated with the May purchases of $22,500
Based on the information given the desired profit per unit is $0.14 per unit.
First step is to find the unit using this formula
Units=Target sales revenue / Target selling price per unit
Units=$850500 / $4.05
Units =210,000
Second step is to calculate the desired profit per unit using this formula
Desired profit per unit=Target selling price per unit - (Target costs / Units)
Desired profit per unit=$4.05-($821250 / 210,000)
Desired profit per unit=$4.05- $3.91
Desired profit per unit=$0.14
Inconclusion the desired profit per unit is $0.14 per unit.
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Answer:
$11881.4
Explanation:
Given :
Future value, FV = $15,000
Interest rate, r = 6%
Period, n = 4 years
Using the Present Value formula :
PV = FV(1 ÷ (1 + r)^n)
15000(1 ÷ (1 + r)^n)
15000(1 ÷ (1 + 0.06)^4)
15000(1 ÷ 1.06^4)
15000(1 ÷ 1.26247696)
15000(0.7920936)
= $11,881.4
