Answer: it is moderate and positive.
Explanation:
Task interdependence has to do with the degree to which there's an interaction and reliance on the team members which is vital in the accomplishment of the goals of the organization.
The correlation between task interdependence and the team performance is that it is moderate and positive. Therefore, the correct option is D.
Answer: Option (B) is correct.
Explanation:
Concentration ratio reflects the level of competition among the firms in an industry. When a concentration ratio is lower in an industry, it represents that greater the competition among the firms and if this ratio is around 100% then there is no competition among the firms, it is a situation of monopoly.
Spending variance is 300 Unfavourable.
SR = 7500 / 500 = 15
AR = 9300 / 600 = 15.5
Spending variance = (SR - AR ) AH
= (15 - 15.5 ) 600
= 300 Unfavourable.
Spending variance, also known as rate variance, is the difference between the actual amount of an expense and the budgeted amount. If you have a utility bill of $250 in January and you expect to incur an expense of $150, you have an unfavorable expense variance of $100.
Spending variance is the difference between the actual amount of an expense and the expected (or budgeted) amount. So if a company has spent $500 on utilities in January and plans to spend $400, the result is a $100 unwanted spending difference.
There are many variations in calculating the spending variance for different types of expenses, but the basic formula for this calculation is:
1) Actual Cost - Expected Cost = Expense Variance.
2) (Actual Variable Burden Rate - Projected Variable Burden Rate) x Work Hours = Variable Burden Cost Variance.
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Answer:
predetermined manufacturing overhead rate $1.23
Explanation:
We will distribute the expected overhead cost along a cost driver.
In this case we are asked to use direct labor cost:
estimated overhead 270,300
estimated labor 219,800
overhead rate = 270,300 / 219,800 = 1,229754 = 1.23
Answer:
2500 phones produced at $250 per phone
Max weekly revenue would be $625,000.
Explanation:
p = 500 - 0.1x
p is the price per unit
revenue = quantity * price/unit
R(x) = revenue = p(x)*x = 500x - 0.1x²
p(x) maximum when first derivative is set to 0
500 - 0.2x = 0 ==> x = 500/0.2 = 2500 quantities
price/unit : p = 500 - 0.1*2500 = 500 - 250 = 250
revenue :
r(2500) = 500*2500 - 0.1*2500²
r(2500) = 2500(500 - 250) = 625000
The company should produce 2500 phones each week at a price of $250
The maximum weekly revenue is $625000
