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Topic review (newest first)
- Nestea
- 2005-11-14 04:54:43
THanks for the help! But the third month's cost is a negative price.
- MathsIsFun
- 2005-11-13 16:23:31
Bought: 350 × $80 = $28,000
Sold:
175 × $192.00 = $33,600
152 × ($192.00)×(1-(1/3)) = 152 × $192×(2/3) = 152 × $128 = $19,456
(350-175-152) × $75.00 = 23 × $75.00 = $1,725
Total Sold = $54,781
a) What was the average rate of markup?
OK, here we need to define what markup is. I think of it as price vs marginal cost ... in other words excluding overheads:
Average rate of Markup = $54,781 / $28,000 = 1.956 = 196% (markup is usually expressed as a percentage)
[ If you must include overheads you would increase the cost base by 50%. $28,000 plus 50% = $28,000 × 150% = $42,000, and the markup would be: $54,781 / $42,000 = 1.304 = 130% ]
Total cost per month:
Easiest way is to determine cost per unit: $80 plus 50% = $80 × 150% = $120
175 × $120 = $21,000
152 × $120 = $18,240
23 × $120 = $2,760
- Nestea
- 2005-11-13 12:34:09
Cantu Excavating Liquidators bought 350 coats at $80.00 each. In the first month, 175 were sold at the regular price of $192.00 each. Another 152 were sold in the second month at a "one-third-off" sale price. The remaining stock, consisting primarily of defective units, were cleared out in the third month at $75.00 each. The store's overhead is 50% of cost.
a) What was the average rate of markup?
Could anyone tell me the technique on this?!??!?!?!?!?
Help me find the Total cost for each month?