Sandhill Co$.$ had a net loss of $$152,000$ in $2026$ when the selling price per unit was $$40,$ the variable costs per unit were $$20,$ and the

fixed costs were $$602,000.$ Management expects per unit data and total fixed costs to be the same in $2027.$ Management has set a goal

of earning a net income of $$77,500$ in $2027.$

Compute the units sold in $2026.$

Units sold in $2026$

units

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Compute the quantity of units that would have to be sold in $2027$ to reach management's desired net income level.

Units sold in $2027$

units

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Assume that Sandhill sells the same quantity of units in $2027$ as it did in $2026.$ What would the selling price have to be in order to

reach the target net income? Use the mathematical equation. $($Round answer to $2$ decimal places, e$.$g$.52\mathrm{.}75.)$

Selling price $

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