Fight Finance

(a) coupon rate = $\dfrac{C_{0.5}+C_{1}}{F_T}$, $r_\text{income, 0 to 1}=\dfrac{C_{0.5}(1+r_\text{total})^{0.5}+C_{1}}{P_0}$

(b) coupon rate = $\dfrac{2 \times C_{0.5}}{F_T}$, $r_\text{income, 0 to 1}=\dfrac{C_{0.5}(1+r_\text{capital})^{0.5}+C_{1}}{P_0}$

(c) coupon rate = $\dfrac{2 \times C_{1}}{P_0}$, $r_\text{income, 0 to 1}=\dfrac{C_{0.5}+C_{1}}{P_0}$

(d) coupon rate = $\dfrac{2 \times C_{1}}{P_0}$, $r_\text{income, 0 to 1}=\dfrac{2 \times C_{1}}{P_0}$

(e) coupon rate = $\dfrac{2 \times C_{1}}{F_T}$, $r_\text{income, 0 to 1}=\dfrac{C_{0.5}(1+r_\text{total})^{0.5}+C_{1}}{F_T}$

(a) If a company's dividend (and profit and free cash flow to equity) rises, its share price will rise.

(b) If a fixed coupon bond's yield to maturity rises, its price will rise.

(c) If a residential property's rent revenue rises, its price will rise.

(d) If a patent's royalty revenue rises, its price will also rise.

(e) If a software asset's licensing revenue rises, its price will also rise.