M L Aggarwal Solutions for Chapter: Application of Calculus in Commerce and Economics, Exercise 2: EXERCISE

A company sells its product at $Rs 10$ per unit. Fixed cost for the company is $Rs 35000$ and the variable cost is estimated to run $30\%$ of the total revenue. Determine the quantity of products the company must sell to cover the fixed cost. 

A company sells its products at the rate of $Rs 6$ per unit. The variable costs are estimated to run $25\%$ of the total revenue received. If the fixed costs for the product are $Rs 4500$, find the break-even point.

 A company sells its products at the rate of rs $6$ per unit. The variable costs are estimated to run $25\%$ of the total revenue received. If the fixed costs for the product are $Rs 4500$, find the number of units the company must sell to cover its fixed cost.

A pen manufacturer company introduces production bonus to the workers that increases the cost of pens. The daily cost of production $C$ for $y$ pens is given by $C\left(y\right) = (2.05y + 550)$ rupees. 
If each pen is sold at $Rs 3$, determine the minimum number that must be produced and sold daily to ensure no loss. 

A pen manufacturer company introduces production bonus to the workers that increases the cost of pens. The daily cost of production $C$ for $y$ pens is given by $C\left(y\right) = (2.05y + 550)$ rupees. If the selling price is increased by $30$ paise per piece, what would be the break-even point ? 

A pen manufacturer company introduces production bonus to the workers that increases the cost of pens. The daily cost of production $C$ for $y$ pens is given by $C\left(y\right)=(2.05y+550) \mathrm{Rs}$. If it is known that at least $500$ pens can be sold daily, what price the company should charge per piece to guarantee no loss.

A company sells pens at $\mathrm{Rs} 5$per unit. The fixed cost for the company is $\mathrm{Rs} 3200$ and variable cost is estimated to run $25\%$ of the total revenue. Determine the break-even point. (Up to two places of decimal)

A company sells pens at $Rs.5$ per unit. The fixed cost for the company is $Rs. 3200$ and variable cost is estimated to run $25\%$ of the total revenue. Determine the quantity the company must sell to cover its fixed cost.