Question

A booth in a mall sells calendars. The calendars are purchased for $3.01 each and then sold to customers at a price of $11.97 Space is rented for $126.00 per day and wages amount to $283.00 per day Answer each of the following independent questions (a) If the wages decrease to $249.04 per day, and other variables remain the same, how many calendars must be sold to break even? (b) of the calendars are put on sale at 31% off the regular price, and all other variables remain the same, calculate profits if 154 calendars are sold in a day? (a) The number of calendars required to break even when wages decrease to $249.04 is (Round up to the nearest whole number.) (b) If the calendars are put on sale at 31% off the regular price, and all other variables remain the same, the profit earned if 154 calendars are sold in a day is wiss (Round to the nearest cont as needed Round all intermediate values to six decimal places as needed)

Answer 1

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soli (a for break-even Costy 249.04 + 126.00 = (375.04 )per day profit per Calendars 11.91 3.0) - 8.96 مل per Calendar . for ! day, (8.96 x x = 375104 {Breakeren) as 41.86 Calendars -> N 42 per day 31% =), Selling price - 11.97X 100-3) $8.2593. So profit per day, (80 8-1993 – 3.01)x1547 (126.00+283.00 399.3 922 Aus - Crive a thumbs up