I need this answered with a good explanation if possible :)
1. Selling Price & Contribution Margin | ||||
A | Walgreens Selling Price | 2.00 | ||
B | Contribution @ 25% | 0.50 | ||
C = A-B | Cost to Wallgreens/Wholesaler Selling Price | 1.50 | ||
D | Contribution @ 20% | 0.30 | ||
E = C-D | Cost to Wholesaler/Our Selling Price | 1.20 | ||
F | Less: Manufacturing Cost | 0.50 | ||
G = E-F | Contribution | 0.70 | ||
I = G/E*100 | Contribution Margin (%) | 58.33% | ||
2. Total Contribution at Present | ||||
Contribution Per Unit | $0.70 | |||
Units Sold | 1,000,000 | |||
Total Contribution | 700,000 | |||
3. Contribution Per 10 Units under Coupon Option | ||||
Particulars | Cost of 10 Units Set | |||
A | Selling Price of 10 Units | 12.00 | ||
Less: Variable Costs | ||||
Manufacturing Cost | 5.00 | |||
Coupon Cost | 0.20 | |||
B | Total Cost of 10 Units | 5.20 | ||
C = A-B | Contribution Per 10 Units | 6.80 | ||
4. Addition Units to be sold next year to cover for Coupon | ||||
Set of 10 Units to be sold to make contribution of $700,000 | ||||
=700,000/$6.80 | ||||
=102,941 Sets of 10 Units | ||||
=1,029,410 Units | ||||
Additional Units to be Sold | = 1,029,410-1,000,000 | |||
=29,410 | ||||
Check: (Just for knowledge) | ||||
Total Selling Price | 1235292 | |||
Less: Variable Costs | ||||
Manufacturing Cost | 514705 | |||
Coupon Cost | 20588 | |||
Total Cost | 535293 | |||
Total Contribution | 699,999 | |||
5. Would wholesaler cover half the coupon cost? | ||||
Presently earning contribution of : | ||||
=1,000,000*$0.30 | ||||
=$300,000 | ||||
If units sold increases by 100,000 Units and $0.10 per units has to be covered by Wholesaler | ||||
Units Sold | =1,100,000 | |||
Contribution Prior to Coupon Cost | ||||
=1,100,000*$0.30 | ||||
=330,000 | ||||
Coupon Cost | ||||
=1,100,000*1/10*$0.10 | ||||
=$11,000 | ||||
Net Contribution | ||||
=330,000-11,000 | ||||
=$319,000 | ||||
Additional Contribution earned if half of Coupon Cost is borne by Wholesaler | ||||
=319,000-300,000 | ||||
=$19,000 | ||||
Thus, wholesaler would be willing to cover half of the cost of the coupon as he is better off by $19,000 |
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