The break-even point is the point where the profit and the loss are the same (equal). To calculate it, we have the following formula:
[tex]Break-even=\frac{Fixed\text{ costs}}{Price-Variable\text{ costs}}[/tex]where "Price" denotes the value estimate (per unit) by the company. In this case, such a value is $50. And "Variable costs" denotes the variable cost per table; in this case, it's $22. Then,
[tex]\text{Break}-\text{even}=\frac{13000}{50-22}=\frac{13000}{28}\approx464.2[/tex]Now, note that the obtained number of sales is not an entire number. In such cases, we choose the next integer (for we prefer no loss); in this particular case, it's 465.
AnswerThe total sales the company needs to break even are 465.