$\backslash$table$[[,$Work in Process$-$Painting$],[\frac{5}{1},$Balance,$3,790,\frac{5}{31},$Completed and transferred out $?],[\frac{5}{31},$Direct materials,$6,160,,],[\frac{5}{31},$Directlabor,$4,068,,],[\frac{5}{31},$Manufacturing overhead,$2,280,,],[\frac{5}{31},$Balance,?,,$]]$

Production records show that there were $600$ units in the beginning inventory, $30\%$ complete, $1,700$ units started into production, and $1,500$ units completed and transferred out. The beginning work in process had materials cost of $$3,040$ and conversion costs of $$750.$ The units in ending inventory were $40\%$ complete as to conversion costs. Materials are entered at the beginning of the painting process, and conversion costs are incurred uniformly throughout the process.

$($a$)$

Your answer is correct.

How many units are in process at May $31?$

Work in process, May $31$

units

Attempts: $2$ of $5$ used

$($b$)$

X Your answer is incorrect.

What is the unit materials cost for May? $($Round unit cost to $2$ decimal places, e$8.225)$

The unit materials cost for May

Seve for Later

Attempts: $3$ of $5$ used

$($c$)$

The parts of this question must be completed in order. This part will be available when you complete the part above.