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Izzy Ice Cream has the following price and cost information: (Review photo) Required: 1. Determine Izzys break-even point in units and sales dollars. 2 .

Izzy Ice Cream has the following price and cost information: (Review photo)

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 $15,000.

3. Calculate Izzys new break-even point 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 Izzy sell to generate a profit of $40,000, if sales price increases by $0.50 and variable costs increase by $0.30?

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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 $15,000. 3. Calculate Izzy's new break-even point 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 Izzy sell to generate a profit of $40,000, 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. Determine Izzy's break-even point in units and sales dollars. Izzy lce 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 $15,000. 3. Calculate Izzy's new break-even point 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 izzy sell to generate a profit of $40,000, 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. Determine how many sundaes must be sold to generate a profit of $15,000. 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 $15,000. 3. Calculate Izzy's new break-even point 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 Izzy sell to generate a profit of $40,000, if sales price increases b $0.50 and variable costs increase by $0.30 ? Complete this question by entering your answers in the tabs below. Calculate Izzy's new break-even point for each of the following independent scenarios: (Do not round your intermediate calculations.) a. Sales price decreases by $0.5. b. Fixed costs decrease by $300 per month. c. Variable costs increase by $0.5 per sundae. 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 $15,000. 3. Calculate Izzy's new break-even point 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 Izzy sell to generate a profit of $40,000, if sales price increases b $0.50 and variable costs increase by $0.30 ? 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 $40,000, if sales price increases by $0.50 and variable costs increase by $0.30 ? (Round your intermediate calculations to 2 decimal places and final answer to the nearest whole number.)

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