Answer:
1. Meena should take the quantity discount since with such discount the EOQ will rise by just 1 unit from 20.5units to 21.5 units and a net gain of $49.18.
2. The EOQ without discount will be 20.5 units
Explanation:
EOQ=Square root of ((2xordering cost x demand)/ (Carrying cost))
Gains of accepting discount will be
i. ordering cost savings= (demand/quantity order) x ordering cost
= (660/360)*23=$42.16
ii. Price saving per item=0.18 x 660 =$118.80
total gain =$160.96
iii. Stockholding cost =300 x (23 x 0.91 ) x 0.18=$1,130.22
iv. Additional cost incurred by increasing order= 1,130.22-(300 x 23 x0.18)
=$111.78
Net gain= 160.96-111.78
= $49.18
Answer:
Given:
Implicit Cost = $65,000
Total revenue = $150,000
Explicit cost = $85,000
Here, we'll compute the economic profit for the first year as :
<em>Economic profit = Total revenue - (Explicit cost + Implicit Cost)</em>
<em>Economic profit = </em>$150,000 - ($85,000 + $65,000)
<em>Economic profit = $0 </em>
<em></em>
<em>∴ </em><u><em>Tom’s economic profit for his first year in business will be $0</em></u>
<u><em>The correct option is (a).</em></u>
Answer: See attachment
Explanation:
Note:
April 17:
Account payable- Lyon Company:
= $5000 - $750
= $4250
Merchandise inventory:
= $4250 × 2%
= $4250 × 0.02
= $85
Cash = $4250 - $85
= $4165
April 28:
Account payable- Frist Corp:
= $9300 - $500
= $8800
Merchandise inventory:
= $8800 × 1%
= $8800 × 0.01
= $88
Cash = $8800 - $88
= $8712
Check the attachment for further information
Supply increases and demand stays the same.
