Answer:
Follows are the instructions to this question:
Explanation:
Given:
Configuration of machine = [tex]\$16,000 \ \ \ \ 40 \ \ \ \ 25 \ \ \ \ 15[/tex]
Machine hours= [tex]\$110,000 \ \ \ \ 5,000 \ \ \ \ 1,000 \ \ \ \ 4,000[/tex]
Order on Packing= [tex]\$30,000\ \ \ \ 500 \ \ \ \ 150 \ \ \ \ 350[/tex]
We have to use the following formula in order to measure the expected production overhead rate:
Estimated overhead production rate= Total projected production expenses and for period/Total base allocation sum
Machine Configuration [tex]=\frac{16,000}{(40+25+15)}= \frac{16,000}{80} =\$200 / \ setup[/tex]
Machining hour= [tex]=\frac{110,000}{(5,000 + 1,000 + 4,000)} =\frac{110,000}{(10,000)}= \$11 / \ machine \ hour[/tex]
Packing[tex]= \frac{30,000}{(500 + 150 + 350)}= \frac{30,000}{1000}= \$30/ \ order[/tex]