Could someone please show me the steps to solve these?

Consider two firms L and U. Firm L is levered and firm U is unlevered. The value of the assets of both firms next year will be either 200 in state 1 and 100 in state 2. State 1 occurs with probability 0.6 and state 2 with probability 0.4. Firm L has issued a bond with maturity 1 year, face value 80, and coupon rate 10%. Both firms stop their business in one year. A risk free bank provides any investor with $52 in one year for every $50 invested today. The market has an expected return of 20%. The Beta of the unlevered firm's asset is By = 1.3 1) Compute the cash-flows to firm L's debtholders in state 1 and state 2 (CF(1), CF|(2)) 2) Compute the cash-flows to firm U's debtholders in state 1 and state 2 (CFy(1), CF (2)) 3) What is today's value of firm L's debt (BL)? 4) What is today's value of firm U's debt (BU)? Consider two firms L and U. Firm L is levered and firm U is unlevered. The value of the assets of both firms next year will be either 200 in state 1 and 100 in state 2. State 1 occurs with probability 0.6 and state 2 with probability 0.4. Firm L has issued a bond with maturity 1 year, face value 80, and coupon rate 10%. Both firms stop their business in one year. A risk free bank provides any investor with $52 in one year for every $50 invested today. The market has an expected return of 20%. The Beta of the unlevered firm's asset is By = 1.3 1) Compute the cash-flows to firm L's debtholders in state 1 and state 2 (CF(1), CF|(2)) 2) Compute the cash-flows to firm U's debtholders in state 1 and state 2 (CFy(1), CF (2)) 3) What is today's value of firm L's debt (BL)? 4) What is today's value of firm U's debt (BU)