Question

In: Accounting

1. Cost drivers have a direct relationship with resources used. t or f 2. The Hi-Lo...

1. Cost drivers have a direct relationship with resources used. t or f

2. The Hi-Lo Method divides mixed costs into variable and fixed costs. t or f

3. Plant management is a batch-level activity. t or f

4. What is an important feature of the CVP income statement? a. is distributed internally and externally. b. classifies costs by department functions. c. reports contribution margin in the body of the statement. d. will reflect a different net income than the traditional income statement

5. Classify below activities as (V)alue-added or (N)on-value-added. ____ 1. Engineering design ____ 2. Machine repair ____ 3. Inventory storage ____ 4. Painting ____ 5. Assembly

6. Match the activity cost pools below (A to E) with the appropriate cost drivers for the law firm of West, Green, and Ink uses ABC to allocate its overhead costs. Use only one letter. A. Printing and photocopying. B. Secretarial support. C. Client support. D. Recruiting and training. E. Computer support. ______1. Computer processing minutes. ______2. Number of pages. ______3. Number of clients. ______4. Number of recruits. ______5. Direct professional hours

7. Apply the high-low for the data below Month Miles Total Cost January 80,000 $192,000 February 50,000 160,000 March 70,000 188,000 April 90,000 260,000. What is the total cost for May when 100,000 miles are expected to be driven? a. $235,000 b. $272,000 c. $228,000 d. $285,000

Solutions

Expert Solution

Please give positive ratings so I can keep answering. It would help me a lot. Please comment if you have any query. Thanks!
1. Cost drivers have a direct relationship with resources used. True.
2. The Hi-Lo Method divides mixed costs into variable and fixed costs. True.
3. Plant management is a batch-level activity. True.
4. What is an important feature of the CVP income statement? c. reports contribution margin in the body of the statement
Answer 5
1. Engineering design It is a value added activity because it increases the cost of production.
2. Machine repair It is a non value added activity.
3. Inventory storage It is a non value added activity.
4. Painting It is a value added activity.
5. Assembly It is a value added activity.
Answer 6
A. Printing and photocopying. 2. Number of pages.
B. Secretarial support. 5. Direct professional hours
C. Client support. 3. Number of clients.
D. Recruiting and training. 4. Number of recruits.
E. Computer support. 1. Computer processing minutes.
Answer 7
High Low method
Variable cost= (Highest activity cost- Lowest activity cost)/ (Highest activity units- Lowest activity units)
Month Costs
Highest activity April 260,000.00
Lowest activity February 160,000.00
Difference 100,000.00
Variable cost per unit               2.50
Fixed cost Highest activity cost- (Highest units * Variable cost per unit)
Fixed cost 260000-(90000*2.50)
Fixed cost        35,000.00
May
Miles      100,000.00
Variable cost per unit                  2.50
Total Variable cost      250,000.00
Fixed cost        35,000.00
Estimated total cost      285,000.00
Answer is option d.

Related Solutions

6. The function f(t) = 0 for − 2 ≤ t < −1 −1 for −...
6. The function f(t) = 0 for − 2 ≤ t < −1 −1 for − 1 ≤ t < 0 0 for t = 0 1 for 0 ≤ t < 1 0 for 1 ≤ t ≤ 2 can be extended to be periodic of period 4. (a) Is the extended function even, odd, or neither? (b) Find the Fourier Series of the extended function.(Just write the final solution.)
Let f(t) =t^2−1 and g(t) =e^t. (a) Graph f(g(t)) and g(f(t)). (b) Which is larger,f(g(5)) or...
Let f(t) =t^2−1 and g(t) =e^t. (a) Graph f(g(t)) and g(f(t)). (b) Which is larger,f(g(5)) or g(f(5))? Justify your answer. (c) Which is larger, (f(g(5)))′or g(f(5))′? Justify your answer.
1. The FITT principle is used to create a safe and effective exercise program? T/F 2....
1. The FITT principle is used to create a safe and effective exercise program? T/F 2. Does the hatha yoga improve Cardio Respiratory Endurance (CRE)? T/F 3. Reduced risk of heart disease is a benefit of CRE? T/F 4. Increased resting heart rate is a benefit of CRE? T/F 5. 7 days a week of CRE is recommended? T/F 6. Static stretching is preferred over ballistic is stretching for increased flexibility? T/F 7. 2-3 days a week performing a stretching...
Integration Exercise 2 Different Costs for Different Purposes, Cost-Volume-Profit-Relationships [LO 1-1, LO 1-2, LO 1-3, LO...
Integration Exercise 2 Different Costs for Different Purposes, Cost-Volume-Profit-Relationships [LO 1-1, LO 1-2, LO 1-3, LO 1-4, LO 1-5, LO 1-6, LO 5-1, LO 5-3, LO 5-5, LO 5-7, LO 5-8] Hixson Company manufactures and sells one product for $34 per unit. The company maintains no beginning or ending inventories and its relevant range of production is 20,000 units to 30,000 units. When Hixson produces and sells 25,000 units, its unit costs are as follows: Amount Per Unit Direct materials...
1) Find the Laplace transform of f(t)=−(2u(t−3)+4u(t−5)+u(t−8)) F(s)= 2) Find the Laplace transform of f(t)=−3+u(t−2)⋅(t+6) F(s)=...
1) Find the Laplace transform of f(t)=−(2u(t−3)+4u(t−5)+u(t−8)) F(s)= 2) Find the Laplace transform of f(t)=−3+u(t−2)⋅(t+6) F(s)= 3) Find the Laplace transform of f(t)=u(t−6)⋅t^2 F(s)=
1. Express the function f(t) = 0, -π/2<t<π/2                                  &nbsp
1. Express the function f(t) = 0, -π/2<t<π/2                                            = 1, -π<t<-π/2 and π/2<t<π with f(t+2π)=f(t), as a Fourier series.
True or False 1. T F   Six Sigma relates to a 3.4 DPMO. 2. T F...
True or False 1. T F   Six Sigma relates to a 3.4 DPMO. 2. T F Six Sigma can not be applied to service companies. 3. T F   Walter Shewhart stated that, “A phenomenon is said to be in statistical control when, through the use of past experience, we can say that our product is within the specification limits.” 4. T F   Variation exists in every process. 5. T F   Potential sources of variation include methods, manpower, material, and equipment....
T F If y' = 3y^(2) + 5y − 2 and y(1) = 0, then lim t→∞ y(t) = −2.
   T F If y'  = 3y^(2) + 5y − 2 and y(1) = 0, then lim t→∞ y(t) = −2.
f(t) = 1- t 0<t<1 a function f(t) defined on an interval 0 < t <...
f(t) = 1- t 0<t<1 a function f(t) defined on an interval 0 < t < L is given. Find the Fourier cosine and sine series of f and sketch the graphs of the two extensions of f to which these two series converge
   Find the derivative of the function    f(t)=arccsc⁡〖(-t^2)〗    f(x)=arccot⁡√x    y=ln⁡〖t^2 〗-arctan⁡〖t/2〗    f(x)=arcsec⁡x+arccsc⁡x...
   Find the derivative of the function    f(t)=arccsc⁡〖(-t^2)〗    f(x)=arccot⁡√x    y=ln⁡〖t^2 〗-arctan⁡〖t/2〗    f(x)=arcsec⁡x+arccsc⁡x    y=arctan⁡〖x/2〗+1/(2(x^2+4))    Use implicit differentiation to find an equation of the tangent line the graph of the equation at the given point. arctan⁡(x+y)=y^2+π/4, (1,0)
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT