Each of the six firms in the table below is expected to pay the listed dividend payment every year in perpetuity.

Firm	Dividend ($ million)	Cost of Capital (%/year)
S1	9.8	8.4
S2	9.8	12.9
S3	9.8	14.8
B1	98.0	8.4
B2	98.0	12.9
B3	98.0	14.8

Using the cost of capital in the table: Firm S1 market value is $__________ million. (Round to one decimal place.) Firm S2 market value is $__________ million. (Round to one decimal place.)

Firm S3 market value is $__________ million. (Round to one decimal place.)

Firm B1 market value is $__________ million. (Round to one decimal place.)

Firm B2 market value is $__________ million. (Round to one decimal place.)

Firm B3 market value is $__________ million. (Round to one decimal place.)

Rank the three S firms by their market values. For a self-financing portfolio that went long on the firm with the largest market value and shorted the firm with the lowest market value, the expected return of a self-financing portfolio is __________%. (Round to one decimal place.) Repeat with the B firms. The expected return of a self-financing portfolio is __________%. (Round to one decimal place.)

Rank all six firms by their market values. For a self-financing portfolio that went long on the firm with the largest market value and shorted the firm with the lowest market value, the expected return of a self-financing portfolio is __________%. (Round to one decimal place.)

Repeat part (c) but rank the firms by the dividend yield instead of the market value. The expected return of a self-financing portfolio is __________%. (Round to one decimal place.)