Klumper Corporation is a diversified manufacturer of industrial goods. The company's activity$-$based costing system contains the following six activity cost pools and activity rates:

$\backslash$table$[[$Activity Cost Pool,Activity Rates$],[$Supporting direct labor,$ $6$ per direct labor$-$hour$],[$Machine processing,$$4$ per machine$-$hour$],[$Machine setups,$$50$ per setup$],[$Production orders,$$90$ per order$],[\backslash$table$[[$Shipments$],[$Product sustaining$]],\backslash$table$[[$$$14$ per shipment$],[$$$840$ per product$]]]]$

Activity data have been supplied for the following two products:

$\backslash$table$[[,$Total Expected Activity,$],[$Number of units produced per year,K$425,$M$67],[$Direct labor$-$hours,$200,2,000],[$Machine$-$hours,$80,500],[$Machine setups,$100,1,500],[$Production orders,$1,4],[$Shipments$,1,4],[$Product sustaining,$1,10],[,1,1]]$

Required:

How much total overhead cost would be assigned to $K425$ and $M67$ using the activity$-$based costing system?

$\backslash$table$[[$Activity Cost Pool,K$425,$M$67],[$Supporting direct labor,,$],[$Machine processing,,$],[$Machine setups,,$]]$

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$4$ of $5$

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