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Ray Company provided the following excerpts from its Production Department’s flexible budget performance report. Required: Complete...

Ray Company provided the following excerpts from its Production Department’s flexible budget performance report.

Required: Complete the Production Department’s Flexible Budget Performance Report.

Ray Company
Production Department Flexible Budget Performance Report
For the Month Ended August 31
Actual Results Spending Variances Flexible Budget Activity Variances Planning Budget
Labor-hours (q) 9,590 9,110
Direct labor ( q) $190,125 $187,005
Indirect labor ( + $1.10 q) 3,394 F 18,079
Utilities ( $7,600 + q) 1,560 U 864 U 23,998
Supplies ( + q) 5,094 4,554 4,410
Equipment depreciation ( $81,150 ) 0 None 0 None
Factory administration ( $18,920 + $1.00 q)
Total expense $344,736

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Expert Solution

Ray Company
Production department flexible Budget performance report
For the month ended August 31
Actual results Spending Variances Flexible Budget Activity Variance Planning Budget
Labor - hours (q) 9590           9,590           9,110
Direct labor ( $20 q) $   1,90,125 $    3,120 U $1,87,005 $   9,360 U $1,77,645
Indirect labor ($7530 + 1.10 q) $      14,685 $    3,394 F $    18,079 $       528 U $    17,551
Utilities ($7600 + $1.80 q) $      26,422 $    1,560 U $    24,862 $       864 U $    23,998
Supplies ( $1677 + 0.30 q) $         5,094 $        540 U $      4,554 $       144 U $      4,410
Equipment depreciation ($81150) $      81,150 $           -   None $    81,150 $          -   None $    81,150
Factory administration ($18920 + 1.00q) $      27,260 $    1,250 F $    28,510 $       480 U $    28,030
Total expense $   3,44,736 $        576 U $3,44,160 $ 11,376 U $3,32,784
Workings:
Direct labor = $187005 / 9590
$               20
Utilities
($7600 + z q) = $24862
($7600 + z * 9590) = $24862
z = $1.80
Indirect labor
( r + 1.10q) = $18079
( r + 1.10 X 9590) = $18079
r = $7530
Supplies
Let:
(x + yq) = 4554
also (x + yq) = 4410
or (x + y * 9590) = 4524
(x + y* 9110) = 4380
By computing above we get,
x = $1677
y = 0.30

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