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Anil & company buys its annual requirement of 36,000 units in 6 instalments.Each unit costs R.s 1 and ordering cost is R.s 25 . The inventory carrying cost is estimated at 20% of unit valu. Find out the total of annul carrying and ordering cost under existing policy . How much money can be saved by using EOQ ?
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Anil & company buys its annual requirement of 36,000 units in 6 instal...
A= annual requirement=36000
o=ordering cost per unit =25
c= carrying cost per unit per annum= 1×20%=0.2
EOQ=√2AO/C= √2×36000×25÷0.2= 3000 units
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Anil & company buys its annual requirement of 36,000 units in 6 instal...
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Anil & company buys its annual requirement of 36,000 units in 6 instalments.Each unit costs R.s 1 and ordering cost is R.s 25 . The inventory carrying cost is estimated at 20% of unit valu. Find out the total of annul carrying and ordering cost under existing policy . How much money can be saved by using EOQ ?
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Anil & company buys its annual requirement of 36,000 units in 6 instalments.Each unit costs R.s 1 and ordering cost is R.s 25 . The inventory carrying cost is estimated at 20% of unit valu. Find out the total of annul carrying and ordering cost under existing policy . How much money can be saved by using EOQ ? for B Com 2024 is part of B Com preparation. The Question and answers have been prepared according to the B Com exam syllabus. Information about Anil & company buys its annual requirement of 36,000 units in 6 instalments.Each unit costs R.s 1 and ordering cost is R.s 25 . The inventory carrying cost is estimated at 20% of unit valu. Find out the total of annul carrying and ordering cost under existing policy . How much money can be saved by using EOQ ? covers all topics & solutions for B Com 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Anil & company buys its annual requirement of 36,000 units in 6 instalments.Each unit costs R.s 1 and ordering cost is R.s 25 . The inventory carrying cost is estimated at 20% of unit valu. Find out the total of annul carrying and ordering cost under existing policy . How much money can be saved by using EOQ ?.
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