Question

In: Accounting

QUESTION 1 Inspection costs at one of Ratulowski Corporation's factories are listed below: Units Produced Inspection...

QUESTION 1

Inspection costs at one of Ratulowski Corporation's factories are listed below:

Units Produced

Inspection Costs

April

906

$

16,312

May

951

$

16,700

June

912

$

16,365

July

896

$

16,210

August

918

$

16,394

September

903

$

16,280

October

920

$

16,432

November

860

$

15,850

December

899

$

16,238

Management believes that inspection cost is a mixed cost that depends on units produced.

Calculate the following using the high-low method:

Variable Cost per unit produced (round to 2 decimal place)

$

Overall Fixed Cost portion of Inspection Costs (round to 2 decimal place)

$

Cost equation for Inspection Costs (in the linear equation format)

Y=

Estimated Inspection costs when 973 units are produced (round to nearest whole dollar)

$

12 points

Solutions

Expert Solution

Answer:-High-Low Method:-

Variable Cost per Unit

Variable cost per unit (b) is calculated using the following formula:

Variable cost per unit=Y2-Y1/X2-X1

Where,
y2 is the total cost at highest level of activity;
y1 is the total cost at lowest level of activity;
x2 are the number of units/miles/ labor ,machine hours etc. at highest level of activity; and
x1 are the number of units/miles/ labor, machine hours etc. at lowest level of activity

The variable cost per unit is equal to the slope of the cost volume line (i.e. change in total cost ÷ change in number of machine hours).

Total Fixed Cost

Total fixed cost (a) is calculated by subtracting total variable cost from total cost, thus:

Total Fixed Cost = y2 – b*x2 = y1 – b*x1

We have,
at highest activity: x2 = 951 units; y2 = $16700
at lowest activity: x1 = 860 units; y1 = $15850

Variable Cost per unit = ($16700− $15850) ÷ (951 −860)  

= $850/91 units =$9.34 per unit

Total Fixed Cost = $16700 − ($9.34 × 951) = $16700 – $8882.34 =$7817.6

The estimated inspection costs =

Variable costs+ Fixed costs

=(973 units*$9.34 per unit)+$7817.66

=$9087.82+$7817.66 =$16905

Cost Equation Formula: y = $7817.66 + $9.34x


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