find the break even point for company z which sells all it p

find the break even point for company z which sells all it produces if the variable cost per unit is $2, fixed costs are $1050, and revenue y= 50q , where q is the number of units of output produced

Solution

Cost of producing q units of the product, C=1050+2q

Revenue, y=50sqrt{q}

For breakeven we need, R=C ie point at which the cost to produce ie recovered

This gives the equation

1050+2q=50sqrt{q}

Solving gives no real solutions. Hence there is no break even point