Beverly Plastics produces a part used in precision machining. The part is produced in two departments: Mixing and Refining. The raw$/$ material is introduced into the process in the Mixing Department. The cost of the material fluctuates significantly month to month based on market conditions. Information on costs and operations in the Refining Department for September follow:

WIP inventory$-$Refining

Beginning inventory

units, $10\%$ complete with respect to Refining costs$)$

Transferred$-$in costs $($from Mixing$)$

Refining conversion costs

Current work units started$)$

Mixing costs

Refining costs

The ending inventory has $14,600$ units, which are $90$ percent complete with respect to Refining Department costs.

Requlred:

Complete the production cost report using the weighted$-$average method.

Note: Round "Cost per equlvalent unlt" to $2$ declmal ploces.

Answer is complete but not entirely correct.

$\backslash$table$[[,\backslash$table$[[$Physical$],[$Units$]],$Equivalent Units$],[,\backslash$table$[[$Mixing$],[$Department$]],\backslash$table$[[$Refining$],[$Department$]]],[$Flow of units:$],[$Units to be accounted for.$],[$Beginning WP inventory,$17\mathrm{.}5000,,],[$Units started this period,$56,300o.,=,],[$Total units to account for,$72,800,,],[$Units accounted for$],[$Completed and iransferred out,$58,2000,58\mathrm{.}200,58,2000],[$Units in ending inventory,$14,6000,,-],[$Mixing$,,14,600,],[$Refining$,-,2,13,4400],[$Total units accounted for,$72\mathrm{.}800,72,800,71,340],[$Total$,\backslash$table$[[$Mixing$],[$Department$]],\backslash$table$[[$Refining$],[$Department$]]],[$Flow of costs:$],[$Costs to be accounted for:$],[$Costs in beginning WP inventory,$$262,731,$$$243,0550,8,676$

An individual on chegg got the last couple parts wrong. Would appreciate some help to assest how to solve the final stages of this problem $$