Last year Minden Company introduced a new product and sold $25,600$ units of it at a price of $$100$ per unit. The product's variable expenses are $$70$ per unit and its fixed expenses are $$839,700$ per year.

Required:

What was this product's net operating income $($loss$)$ last year?

What is the product's break$-$even point in unit sales and dollar sales?

Assume the company has conducted a marketing study that estimates it can increase annual sales of this product by $5,000$ units for each $$2$ reduction in its selling price. If the company will only consider price reductions in increments of $$2($e$.$g$.,$ $$68,$ $$66,$ etc.$),$ what is the maximum annual profit that it can earn on this product? What sales volume and selling price per unit generate the maximum profit?

What would be the break$-$even point in unit sales and in dollar sales using the selling price that you determined in requirement $3?$

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Required $2$

Assume the company has conducted a marketing study that estimates it can increase annual sales of this product by $5,000$ units for each $$2$ reduction in its selling price. If the company will only consider price reductions in increments of $$2($e$.$g$.,$ $$68,$$$66,$ etc.