Question: Sub Haven, a small sandwich store, is located on a busy corner near many other businesses. The shop's busiest time is during the mid-day period

 Sub Haven, a small sandwich store, is located on a busy

Sub Haven, a small sandwich store, is located on a busy corner near many other businesses. The shop's busiest time is during the mid-day period Rent for the location Variable costs consist of supplies and sandwich ingredients that cost $2.06 per sub sandwich. The subs are to be sold at a price of $5.73 each Answer each of the follo (a) How many sandwiches must the shop sell to break even? (b) If the shop increases variable costs by $0.22 per sandwich, how many sandwiches must it sell to break even? (c) If the rent increases by 14%, what would the profit be if the shop sold 1525 units? (d) If the sandwich price was reduced by 50.22, how many sandwiches must the shop sell to make $1155 profit? (a) The shop must sell sandwiches to break even (Round up to the nearest whole number) (b) If variable costs increase by 50 22 per sandwich, the number of sandwiches required to break even is (Round up to the nearest whole number.) (c) If the rent increased by 14% and the shop sold 1525 units, the shop would make a(n) $profit. (Round to the nearest cent as needed) (d) If the selling price of $5,73 is reduced by SO 22 and a profit of S1155 is required, then the number of sandwiches that needs to be sold is (Round up to the nearest whole number.) Sub Haven, a small sandwich store, is located on a busy corner near many other businesses. The shop's busiest time is during the mid-day period Rent for the location Variable costs consist of supplies and sandwich ingredients that cost $2.06 per sub sandwich. The subs are to be sold at a price of $5.73 each Answer each of the follo (a) How many sandwiches must the shop sell to break even? (b) If the shop increases variable costs by $0.22 per sandwich, how many sandwiches must it sell to break even? (c) If the rent increases by 14%, what would the profit be if the shop sold 1525 units? (d) If the sandwich price was reduced by 50.22, how many sandwiches must the shop sell to make $1155 profit? (a) The shop must sell sandwiches to break even (Round up to the nearest whole number) (b) If variable costs increase by 50 22 per sandwich, the number of sandwiches required to break even is (Round up to the nearest whole number.) (c) If the rent increased by 14% and the shop sold 1525 units, the shop would make a(n) $profit. (Round to the nearest cent as needed) (d) If the selling price of $5,73 is reduced by SO 22 and a profit of S1155 is required, then the number of sandwiches that needs to be sold is (Round up to the nearest whole number.)

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