Camille forecasts to sell 575 units of the perfume she is selling by the first week of December. At the end of the 1st week of December, she was able to disposed 500 perfumes at Php150 each. Of these 500 units, she gave a total of 20 giveaways. The total cost for each perfume is Php120. As per computation at Php150 price, Camille will not make profit or losses if she can sell 300 perfumes. Further computation reflects a no profit, no loss at 250 sold perfumes at Php200. What does the 250 units sold represent * a. Break-even point b. Net sales volume c. Sales variance percentage d. Sales volume variance 2. This data will help you determine if how many should you sell to start to make a profit. * a. Sales variance percentage b. Break-even point c. Sales volume variance d. Net sales volume
Camille forecasts to sell 575 units of the perfume she is selling by the first week of December. At the end of the 1st week of December, she was able to disposed 500 perfumes at Php150 each. Of these 500 units, she gave a total of 20 giveaways. The total cost for each perfume is Php120. As per computation at Php150 price, Camille will not make profit or losses if she can sell 300 perfumes. Further computation reflects a no profit, no loss at 250 sold perfumes at Php200. What does the 250 units sold represent * a. Break-even point b. Net sales volume c. Sales variance percentage d. Sales volume variance 2. This data will help you determine if how many should you sell to start to make a profit. * a. Sales variance percentage b. Break-even point c. Sales volume variance d. Net sales volume
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Camille forecasts to sell 575 units of the perfume she is selling by the first week of December. At the end of the 1st week of December, she was able to disposed 500 perfumes at Php150 each. Of these 500 units, she gave a total of 20 giveaways. The total cost for each perfume is Php120. As per computation at Php150 price , Camille will not make profit or losses if she can sell 300 perfumes. Further computation reflects a no profit, no loss at 250 sold perfumes at Php200. What does the 250 units sold represent *
a. Break-even point
b. Net sales volume
c. Sales variance percentage
d. Sales volume variance
2. This data will help you determine if how many should you sell to start to make a profit. *
a. Sales variance percentage
b. Break-even point
c. Sales volume variance
d. Net sales volume
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