Question
2. The Ramon Company is a manufacturer that is interested in developing a cost formula to estimate the fixed and variable components of its monthly
2. The Ramon Company is a manufacturer that is interested in developing a cost formula to estimate the fixed and variable components of its monthly manufacturing overhead costs. The company wishes to use machine-hours as its measure of activity and has gathered the data below for this year and last year:
Last Year
Current Year
Months
Machine Hours
Overhead Cost
Machine Hours
Overhead Cost
January
21000
$84000
21000
$86000
February
25000
$99000
24000
$93000
March
22000
$89500
23000
$93000
April
23000
$90000
22000
$87000
May
20500
$81500
20000
$80000
June
19000
$75500
18000
$76500
July
14000
$70500
12000
$67500
August
10000
$64500
13000
$71000
September
12000
$69000
15000
$73500
October
17000
$75000
17000
$72500
November
16000
$71500
15000
$71000
December
19000
$78000
18000
$75000
The company leases all of its manufacturing equipment. The lease arrangement calls for a flat monthly fee up to 19,500 machine-hours. If the machine-hours used exceeds 19,500, then the fee becomes strictly variable with respect to the total number of machine-hours consumed during the month. Lease expense is a major element of overhead cost.
1.Using the high-low method, estimate a manufacturing overhead cost formula.
2.Assume a least-squares regression analysis using all of the given data points estimated the total fixed costs to be $40,102 and the variable costs to be $2.13 per machine-hour. Do you have any concerns about the accuracy of the high-low estimates that you have computed or the least-squares regression estimates that have been provided?
3.Assume that the company consumes 22,500 machine-hours during a month. Using the high low method, estimate the total overhead cost that would be incurred at this level of activity. Be sure to consider only the data points contained in the relevant range of activity when performing your computations.
4.Comment on the accuracy of your high-low estimates assuming a least-squares regression analysis using only the data points in the relevant range of activity estimated the total fixed costs to be $10,090 and the variable costs to be $3.53 per machine-hour.
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