Answer:
the total manufacturing cost assigned to Job P90 is $3,792
Explanation:
The computation of the total manufacturing cost assigned to Job P90 is given below:
But before that the predetermined overhead rate should be calculated
So,
= ($2,800,000 ÷ 200,000) + $2
= $16
Now the total manufacturing cost is
= $1,472 + $1,056 + 79 × $16
= $3,792
hence, the total manufacturing cost assigned to Job P90 is $3,792
Given the consumption equation of c= 200 + 0.85yd, and the disposable income of $400, then, then we would get the consumption by substituting the given to the equation:c= 200 + 0.85ydc= 200 + 0.85(400)c= 200 + 340c= 540Therefore, the consumption is $540.
Answer:
The statement is: True.
Explanation:
A common-cause variation shows changes because of unknown reasons within a series of undifferentiated produced items. The method aims to measure the accuracy of the manufacturing process given expected factors that could bring fluctuations in the output. Common-cause variations can be attributed to natural reasons such as employees' fatigue or distraction.
C) PAC<span>s are formed by interest groups to donate campaign funds and support political candidates.
Political Action Committees are committees organized to donate money for a candidate's campaign. Interest groups usually support certain candidates in return for policies that will benefit the people apart of that interest group. To support the candidate, they form or join PACs in order to donate money to get that candidate elected.</span><span />
Answer:
$22,780
Explanation:
The computation of the total amount of indirect manufacturing cost incurred is shown below:
= Variable manufacturing overhead + fixed manufacturing overhead
where,
Variable manufacturing overhead = Number of units produced × variable manufacturing overhead per unit
= 4,600 units × $1.30
= $5,980
Fixed manufacturing overhead = Number of units produced and sold × fixed manufacturing overhead per unit
= 5,600 units × $3
= $16,800
So, the total indirect manufacturing cost is
= $5,980 + $16,800
= $22,780
