In the context of decision tree methodology, calculate the expeceted profit. With a probability of 0.8 revenues are $10,080, and variable costs are $5,760, and with a probability of 0.2 revenues are $6,720, and variable costs are $3,840. Fixed costs on a per period basis are $1,000. 1,880 $4,032 $3,320 $3,032 In the context of decision tree methodology, calculate the expeceted profit. With a probability of 0.8 revenues are $10,080, and variable costs are $5,760, and with a probability of 0.2 revenues are $6,720, and variable costs are $3,840. Fixed costs on a per period basis are $1,000. 1,880 $4,032 $3,320 $3,032