Answer:
The advertising department expense allocated to each department are as follows:
Books Dept = $11,748
Magazines Dept = $8,010
Newspapers Dept = $6,942
Totals advertising department expenses allocated = $26,700
The purchasing department expenses allocated to each department are as follows:
Books Dept = $20,081
Magazines Dept = $10,741
Newspapers Dept = $15,878
Total purchasing department expenses allocated = $46,700
Explanation:
Note: See the attached excel for the completed table used in allocating the expenses of the two service departments (advertising and purchasing) to the three operating departments.
From the attached excel, the advertising department expense allocated to each department are as follows:
Books Dept = $11,748
Magazines Dept = $8,010
Newspapers Dept = $6,942
Totals advertising department expenses allocated = $26,700
From the attached excel, the purchasing department expenses allocated to each department are as follows:
Books Dept = $20,081
Magazines Dept = $10,741
Newspapers Dept = $15,878
Total purchasing department expenses allocated = $46,700
Answer:
The best transfer price to avoid transfer price problems is $2,310
Explanation:
Transfer Price = Variable cost + Fixed Fee
Variable Cost = Direct Material + Direct labor + Variable Overhead
= 600 + 1,200 + 300
= 2,100
Transfer Price = Variable cost + Fixed Fee
= 2,100 + 210
= $2,310
Therefore, The best transfer price to avoid transfer price problems is $2,310
Answer:
C. rating scale test.
Explanation:
In a rating scale test, respondents are asked by researchers to rate either their products, services, or work on a scale, say one to ten. This type of test is used by researchers when they want respondents to place value on the features,products,service as contained in the questionnaire.
This type of test is also used to assess performance of employees, products,services etc inorder to achieve a particular goal.
Rating scale is also used to get more information about comparisons between two values hence an important survey method.
Answer:
a. 2.13. b. (30.53, 34.79). c. The mean prices for two in mid-range restaurants in Hong Kong are relatively less than those in Tokyo restaurants.
Explanation:
The size of the sample is 42 and the mean of the sample is ∑
= 32.66 and the standard deviation of the sample (σ) is √[∑(
-μ)^2 - 1] = √46.6092 = 6.8271
a. α = 1 - (95/100) = 0.05; α/2 = 0.025; the degree of freedom = n-1 = 42-1 = 41; tα/2 = t0.025 = 2.02. Thus, the error margin = (tα/2)*(σ/√n) = 2.02*(6.83/√42) = 2.1279
b. Lower level limit = 32.66 - 2.1279 = 30.5321; Upper level limit = 32.66+2.1279 = 34.7879. The interval estimate = (mean± margin of error) = (30.53, 34.79).
c. The mean prices for two in mid-range restaurants in Hong Kong are relatively less than those in Tokyo restaurants.