Izzy Ice Cream has the following price and cost information:

Price per 2-scoop sundae	$ 5.00
Variable costs per sundae:
Ingredients	1.35
Direct labor	0.45
Overhead	0.20
Fixed costs per month	$ 9,000

Required:

1. Determine Izzys break-even point in units and sales dollars.
2. Determine how many sundaes must be sold to generate a profit of $18,000.
3. Calculate Izzys new break-even point in units for each of the following independent scenarios:
   1. Sales price decreases by $0.50.
   2. Fixed costs decrease by $300 per month.
   3. Variable costs increase by $0.50 per sundae.
4. Based on the original information, how many sundaes must Izzy sell to generate a profit of $50,000, if sales price increases by $0.50 and variable costs increase by $0.30?

Determine Izzy's break-even point in units and sales dollars. Izzy Ice Cream has the following price and cost information: Required: 1. Determine Izzy's break-even point in units and sales dollars. 2. Determine how many sundaes must be sold to generate a profit of $18,000. 3. Calculate Izzy's new break-even point in units for each of the following independent scenarios: a. Sales price decreases by $0.50. b. Fixed costs decrease by $300 per month. c. Variable costs increase by $0.50 per sundae. 4. Based on the original information, how many sundaes must lzzy sell to generate a profit of $50,000, if sales price increases by $0.50 and variable costs increase by $0.30 ? Complete this question by entering your answers in the tabs below. Complete this question by entering your answers in the tabs below. Based on the original information, how many sundaes must Izzy sell to generate a profit of $50,000, if sales price increases by $0.50 and variable costs increase by $0.30 ? Note: Round your intermediate calculations to 2 decimal places and final answer to the nearest whole number. Calculate Izzy's new break-even point in units for each of the following independent scenarios: Note: Do not round your intermediate calculations. a. Sales price decreases by $0.50. b. Fixed costs decrease by $300 per month. c. Variable costs increase by $0.50 per sundae. Complete this question by entering your answers in the tabs below. Determine how many sundaes must be sold to generate a profit of $18,000