Cost Information and the Weighted Average Method

Morrison Company had the equivalent units schedule and cost information for its Sewing Department for the month of December, as shown below.

Direct MaterialsConversion CostsUnits completed$49,00049,000$Add: Units in ending work in process $$ Percentage complete:$15,000100\%$ direct materials$15,00015,00040\%$ conversion materials$6,000$Eqivalent units of output$64,00055,000$Costs:$$ Work in process, December $1$:$$ Direct materials$$$$69,000$ Conversion costs$14,000$ Total work in process$$$$83,000$ Current costs:$$ Direct materials$$$$580,000$ Conversion costs$180,000$ Total current costs$$$$760,000$

Required:

$1.$ Calculate the unit cost for December, using the weighted average method. Round final answer to the nearest cent. $($NOTE: retain unrounded interim amounts for use in part $2.)$

$fill in the blank $1$ per equivalent unit

$2.$ Calculate the cost of goods transferred out, calculate the cost of EWIP, and reconcile the costs assigned with the costs to account for. Using interim amounts from part $1($unrounded amounts$),$ compute each amount. Then round only final answers to the nearest dollar.

Cost of goods transferred out:

Units completed$fill in the blank $2$Cost of EWIPfill in the blank $3$Total costs assigned $($accounted for$)$$fill in the blank $4$

Reconciliation

$$Cost to account for:

$$BWIP$fill in the blank $5$Current $($December$)$fill in the blank $6$Total$fill in the blank $7$

$3.$ What if you were asked to show that the weighted average unit cost for materials is the blend of the November unit materials cost and the December unit materials cost? The November unit materials cost is $$4\mathrm{.}60($$$69,000/15,000),$ and the December unit materials cost is $$11\mathrm{.}84($$$580,000/49,000).$ The equivalent units in BWIP are $15,000,$ and the FIFO equivalent units are $49,000.$ Calculate the weighted average unit materials cost using weights defined as the proportion of total units completed from each source $($BWIP output and current output$).$ Round final answer to the nearest cent.

$fill in the blank $8$ per unit Cost Information and the Weighted Average Method

Morrison Company had the equivalent units schedule and cost information for its Sewing Department for the month of December, as shown below.

Add: Units in ending work in process $\backslash (\backslash$times $\backslash )$

Percentage complete:

Costs:

Current costs: Required:

$1.$ Calculate the unit cost for December, using the weighted average method. Round final answer to the nearest cent. $($NOTE: retain unrounded interim amounts for use in part $2.)$

$\backslash (\backslash$$ $\backslash$quad $\backslash$mathbf$\{$X$\}\backslash )$ per equivalent unit

$2.$ Calculate the cost of goods transferred out, calculate the cost of EWIP, and reconcile the costs assigned with the costs to account for. Using interim amounts from part $1($unrounded amounts$),$ compute each amount. Then round only final answers to the nearest dollar.

Cost of goods transferred out:

Reconciliation

Cost to account for:

BWIP

$\backslash$$

Current $($December$)$

Total $2.$ Calculate the cost of goods transferred out, calculate the cost of EWIP, and reconcile the costs assigned with the costs to account for. Using interim amounts from part $1($unrounded amounts$),$ compute each amount. Then round only final answers to the nearest dollar.

Cost of goods transferred out:

$3.$ What if you were asked to show that the weighted average unit cost for materials is the blend of the November unit materials cost and the December unit materials cost? The November unit materials cost is $\backslash (\backslash$$ $4\mathrm{.}60\backslash )(\backslash (\backslash$$ $69,000/15,000\backslash )),$ and the December unit materials cost is $\backslash (\backslash$$ $11\mathrm{.}84\backslash )(\backslash (\backslash$$ $580,000/49,000\backslash )).$ The equivalent units in BWIP are $15,000,$ and the FIFO equivalent units are $49,000.$ Calculate the weighted average unit materials cost using weights defined as the proportion of total units completed from each source $($BWIP output and current output$).$ Round final answer to the nearest cent.

$\backslash$$ per unit