Breakeven Analysis: CT Scanner Investment for Seattle Radiology Group

To calculate the breakeven volume for Scanner B, we need to find the point where the total revenue equals the total cost.

Total cost = Fixed cost + Variable cost Total cost = $800,000 + ($1,500 x Number of scans)

Total revenue = Net revenue per scan x Number of scans Total revenue = $1,500 x Number of scans

At the breakeven point, the total revenue equals the total cost: $1,500 x Number of scans = $800,000 + ($1,500 x Number of scans)

Simplifying the equation: $1,500 x Number of scans = $800,000 + $1,500 x Number of scans

The $1,500 x Number of scans on both sides of the equation can be canceled out: $800,000 = $800,000 + $1,500 x Number of scans

Subtracting $800,000 from both sides of the equation: 0 = $1,500 x Number of scans

Dividing both sides of the equation by $1,500: Number of scans = 0

The estimated breakeven volume for Scanner B is 0 scans. However, this seems illogical since it means the group would not generate any revenue or profit. Therefore, there may be an error in the given information or calculations.