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<p><strong>Annual demand of a company is40,000 units. The ordering cost per order is Rs.30(fixed) along with a carrying cost of Rs.15 per unit per annum. The purchase cost per unit i.e. price per unit is Rs.35 per unit. Determine EOQ, total number of orders in a year and the time-gap between two orders.</strong></p> <p> </p> <p><strong>A.300 units/200orders/4 days</strong></p> <p><strong>B.400 units/200 orders/4days</strong></p> <p><strong>C.350 units/150 orders/2days</strong></p> <p><strong>D.400 units/100 orders /4 days</strong></p>
the write Answer is D:400 units/100 orders /4 days
d=40000 O= Fixed cost and C=carring cost
Number of orders= D/Q=40000/400=100 and for4 days
Shota completely correct answer
D:400 units/100 orders /4 days
ANSWER-EOQ400 units,No.of orders-40000/400=100,gap between orders -360/100=3.6 days
The answer is D: D.400 units/100 orders /4 days.
THE CORRECT ANSWER IS D
EOQ Formula=
Correct Answer is D
D= Demand, O= Fixed cost, C= Caring cost, Q= Quantity
Number of orders= D/Q
=40000/400=100 and for4 days
so Answer is D:400 units/100 orders /4 days
MY ANSWER IS400 UNITS/100 ORDER/4 DAYS
EQUATION : SQRT(2*40000*30/15)
D is correct.,,,,,,,,,,,,,,
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