Assume a company has two manufacturing departments $-$ Assembly and Fabrication. The company considers all of its manufacturing overhead costs to be fixed costs. The first set of data below is budgeted data for the company as a whole that was estimated at the beginning of the year. The second set of data below is actual data for the company as a whole that was derived at the end of the year. The third set of data relates to one particular job completed during the year$-$ Job Z$.$

$\backslash$table$[[$Budgeted Data,Assembly,Fabrication,$],[$Manufacturing overhead costs,$$300,000,$$$400,000,],[$Direct labor hours,$25,000,15,000,],[$Machine hours,$10,000,50,000,],[,,,],[$Actual Data,Assembly,Fabrication,$],[$Manufacturing overhead costs,$$330,000,$$$380,000,],[$Direct labor hours,$27,000,16,000,],[$Machine hours,$10,500,48,000,],[,,,],[$Job Z$,$Assembly,Fabrication,$],[$Direct labor hours,$9\mathrm{.}25$ hours,$2$ hours,$],[$Machine hours,$1$ hour,$7\mathrm{.}25$ hours,$]]$

Assume the company uses departmental predetermined overhead rates. It uses direct labor$-$hours as the allocation base in Assembly and machine$-$hours as the allocation base in Fabrication. How much manufacturing overhead would be applied from both departments to Job Z$?$