Answer:
by improving quality of its products or services are as follows: ... So this budget can be reduced due to improving quality of goods.
Explanation:
Production involves all activities that consist of the output of goods and services demanded by people for which they pay the cost.
A company can achieve lower production costs and increase productivity by improving quality of its products or services so that budget can be reduced by correcting any quality issue in the product or service which can be expensive, but less than external failures
Also, production equipment efficiency can be increased if preventive maintenance can be followed as it helps to reduce operating costs per unit.
Answer: $1,110 .
Explanation:
Given : Amount received by concession stand in gameday sales = $5,550
i.e. Gross income = $5,550
Profit for the event = $3,330
i.e. Net income =$3,330
According to the Net income formula ,
Gross income - expenses = Net income
⇒ Expenses = Gross income - Net income
⇒ Expenses = $5,550- $3,330
⇒ Expenses = $1,110
Thus , the expenses were $1,110 .
Answer:
$30.39 per machine hour
Explanation:
Giannitti corporation has an estimated machine hours of 36,000
The estimated variable manufacturing overhead is $3.01 per machine hour
The estimated total fixed manufacturing overhead is $1,058,040
The first step is to calculate the the predetermined overhead rate
= 36,000 + 3.01 + 1,058,040
= $1,094,043.01
Therefore the predetermined overhead rate can be calculated as follows
= 1,094,043.01/36,000
= $30.39 per machine hour
Hence the predetermined overhead rate for the recently completed year is closest to $30.39 per machine hour
Answer: c. fixed-position layout.
Explanation:
This is a system that addresses the layout requirements of stationary projects.
Here, project remains in one place and workers and equipment come to that one work area.
Examples are plane, ship, highway, a bridge, a house, and an operating table in a hospital, etc.
Answer:
The manufacturer will have a c. Loss
Explanation:
The break-even point is the level of production at which the costs of production equal the revenues for a product and calculated by using following formula:
Break-even point in units = Fixed cost/(Selling price per unit-Variable cost per unit) = $50,000/($16-$7) = $50,000/$9 = 5.556 units (rounding)
The manufacturer produces and sells 3,000 units per month < Break-even point in units. Therefore, the manufacturer will have a loss
