A manufacturer has the following data regarding a product: Fixed cost per month = Rs. 50000 Variable cost per unit = Rs. 200 Selling price Per unit = Rs. 300 Production capacity = 1500 units per month If the production is carried out at 80% of the rated capacity, then the monthly profit (in Rs.) is________ :

A company sells a product for Rs 10 per unit, and incurs Rs 4 per unit for variable costs in its manufacture. The fixed costs are Rs 900 per month and are absorbed on the basis of the normal production volume of 250 units per month. The activity levels for the last four months, when no expenditure variances arose, were as follows: Fundamentals of Cost and Management Accounting (Study Text) 170 | P a g e 1st month units 2nd month units 3rd month units 4th month units Total units Opening stock – 200 300 300 – Production 300 250 200 200 950 ___ ___ ___ ___ ___ 300 450 500 500 950 Closing stock 200 300 300 200 200 ___ ___ ___ ___ ___ Sales 100 150 200 300 750 ___ ___ ___ ___ ___ make The profit statement using absorption costing .

. Given the following data for a perfectly competitive firm, what is the amount of profit the firm will make atthe profit maximizing output? AR = $100 and TC = 1,000 + 125Q - .5Q2 where Q = units produced permonthA) none – the firm would shut downB) $1,312.50C) $2,548.63D) –$1,425.86E) –$2,351.27

Sales Rs. 50,000; Variable cost Rs. 30,000; Net profit Rs. 6,000; fixed cost is .a.b. Rs. l4,000 .b.Rs. 10,000.c.Rs. 12,000.d.Rs. 8,000.

Fixed cost Rs. 80,000; Variable cost Rs. 2 per unit; Selling price_Rs. 10 per unit; turnover required for a profit target of Rs. 60,000.a.Rs. 1,75,000.b.Rs. 1,86,667.c.Rs. 1.57,000.d.Rs. 1,17,400.

Total monthly revenue = Total monthly cost$87 x Units produced x (x / 100) = Unit variable cost x Units produced x (x / 100) + $828,000 + $276,000$87x² / 100 = $62x² / 100 + $1,104,000$25x² / 100 = $1,104,000x² = 44,160,000 / 25x² = 1,766,400x = 42.0