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The Hoatzin Birdhouse Factory Produced the Following Standard Cost Card \quad

Question 82

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The Hoatzin Birdhouse Factory produced the following standard cost card. In July, the company had an order for 500 birdhouses (Model: Wren) for Job No. CB32. Manufacturing overhead is based on direct labor hours. The manufacturing overhead cost estimates for the year total $32,400 and total direct labor hours are estimated at 9,000 for the year. Complete the Standard Cost Card and Job Order Cost Sheet. Calculate the total cost variance. \quad \quad \quad \quad \quad \quad \quad \quad \quad STANDARD COST CARD\text {STANDARD COST CARD}

Item: Model: Wren\text {Item: Model: Wren}

 Materials  Balsawood (7– 8"×10 " sheets at $0.92 per sheet)$6.44 Balsa precut trim (1–3’ strip a $0.86 per strip) .86 Total materials 7.30 Labor 1/3 hour $15.30 Manufacturing Overhead 5.101/3 hour $ ? ? ? ? ? ????? Total Standard Cost per Unit $?????\begin{array}{llcc}\underline{ \text { Materials }} & \\ \text { Balsawood (7-- \( 8 " \times 10 \) " sheets at \( \$ 0.92 \) per sheet)} &\$6.44\\ \text { Balsa precut trim (1--3' strip a \( \$ 0.86 \) per strip) } &.86\\ \text { Total materials } &\underline{7.30}\\ \text { Labor } &\\ \text {\( 1 / 3 \) hour \( \$ 15.30 \) } &\\ \text {Manufacturing Overhead } &\underline{5.10}\\ \text {\( 1 / 3 \) hour \$ ? ? ? ? ? } &\underline{?????}\\\\ \text { Total Standard Cost per Unit } &\underline{\$?????}\\ \end{array}
\quad \quad \quad \quad \quad \quad \quad \quad \quad \quad JOB COST SHEET\text {JOB COST SHEET}
Job Order No. CB32\text {Job Order No. CB32}

 Materials  Balsawood (3510 8" ×10 " sheets) $3,194.00 Balsa precut trim ( 495 strips) 435.00 Total materials 3,629.00 Labor  16512 hours 2,317.00 Manufacturing Overhead ????? 1651/2 hours $?????  Total manufacturing costs $?????\begin{array}{llcc} \underline{ \text { Materials }} & \\ \text { Balsawood (3510 8" \( \times 10 \) " sheets) } &\$3,194.00\\ \text { Balsa precut trim ( 495 strips) } &\underline{435.00}\\ \text { Total materials } &\underline{3,629.00}\\\\ \text { Labor } &\\ \text { \( 165 \frac{1}{2} \) hours } &\underline{2,317.00}\\ \text { Manufacturing Overhead } &\underline{?????}\\ \text { \( 1651 / 2 \) hours \( \$ ? ? ? ? ? \) } &\\\\ \text { Total manufacturing costs } &\underline{\$?????}\\\end{array}

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Manufacturing overhead is $3.60 per hour...

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