Answer
1.
2. Total Fixed Cost will be as under (Fixed Costs are not directly related to output, they will be incurred whatever the level of production is)
3. Total Variable cost per unit will be as under (Variable Costs are directly related to output, they will be incurred according to the level of production)
4. Break Even Price per unit to sell 100% Output of 1000 units
In break-even analysis, sunk costs are not considered. Variable costs are at the unit of production level and fixed costs are considered in their totality. The objective is to calculate the number of units that must be sold to cover all fixed costs after subtracting variable costs.
** Cost of Course 800 DHS is irrelevant for decision making. Further It is assumed that all the production of 1000 units is evenly sold.
5. To earn profit equal to current salary i.e 25000 DHS per month the selling price would be arrived as under
Break even Selling Price per unit + Current monthly salary need to be recovered from 1000 selling unit
40 DHS per unit + 25 DHS per Unit (25000 DHS /1000 units) = 65 DHS per unit will be selling price.
6. Fixed cost per unit for maximum production
Total fixed costs / Maximum Output
8000 DHS per month / 1000 units per month = 8 DHS per unit
7. As already calculated in point 3 above, total variable cost will be (Total Output x Variable Cost per unit)
1000 units @ 32 DHS per unit = 32000 DHS
8. Revised Selling Price = 70 DHS per unit
Reduced fixed Costs = 98% of old fixed costs i.e 7840 DHS per month (as there is 2% reduction means 100-2% = 98% will be new cost)
Percentage increase in profit = (30160-25000)/25000 *100 = 20.64%
9. Reduced Variable Cost = 32 DHS per unit @98% = 31.36 per unit
Percentage increase in profit = (30640-25000)/25000 *100 = 22.56%
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