Answer:
It is cheaper to produce in-house. Cost savings= $3500
Explanation:
We need to find whether it is better to produce in-house or to purchase to a supplier.
Q= 175000
Produce in house:
Direct Materials $15,000
Direct Labor $5,000
Variable overhead $6,000
Fixed overhead $9,000
Total cost= $35000
Outsource:
Purchase Cost= 175000q*$0.18= $31500
Fixed Cost= (9000-2000)= $7000
Total cost=$38500
It is cheaper to produce in-house. Cost savings= $3500
Answer: Finite loading approach
Explanation: In a finite loading approach, the work centers are scheduled to load up to a predetermined capacity amount. This is a type of approach that is used in manufacturing process that are heavily dependent on a single cost center.
Thus, we can conclude that the right answer for the given case is finite loading approach.
Every process that has to do with <em>gathering, storing accessing and analyzing data</em> for a company to make business decisions is referred to as: Business Intelligence.
The business world is faced with many vagaries such as risks and uncertainties. Every business intends to <em>minimize cost and maximize profits</em>. In order to do this, wise and better decisions must be made daily.
For business decisions to be made, <em>predictive views, data mining, process analysis, descriptive analytics, and performance benching</em> are all business intelligence entails.
- Therefore, every process that has to do with <em>gathering, storing accessing and analyzing data</em> for a company to make business decisions is referred to as: Business Intelligence.
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Answer:
$0
Explanation:
The net income is the difference between the sales and total cost which comprises of the variable cost and fixed cost. The sales and variable cost are dependent on the number of units sold.
Let
u = number of units
s = selling price per unit
v = variable cost per unit
F = Fixed cost
I = Net income
I = su - F - vu
but vu = 0.3su
Hence
I = su - 0.3su - F = 0.7su - F
Given that the proposal will increase sales by $12,000,
New sales = su + 12000 ( in $)
and total fixed costs by $8,400
New fixed cost = F + 8400
New variable cost = 0.3( su + 12000) = 0.3su + 3600
New net income = su + 12000 - 0.3su - 3600 - F - 8400
= 0.7su - F
New net income is same as the old net income hence no increase.
