People in Hamsterville are looking forward to a long, fun-filled retirement and are saving more money to make sure they can go on trips around the world when they retire. Which of the following best illustrates the impact of this statement on the market for loanable funds? Choose 1 answer: Choose 1 answer: (Choice A) \[\text{real int. rate}\] \[Q_{LF}\] \[S_{LF2}\] \[S_{LF1}\] \[D_{LF}\] \[r_2\] \[Q_{LF2}\] \[r_1\] \[Q_{LF1}\] A \[\text{real int. rate}\] \[Q_{LF}\] \[S_{LF2}\] \[S_{LF1}\] \[D_{LF}\] \[r_2\] \[Q_{LF2}\] \[r_1\] \[Q_{LF1}\] (Choice B) \[n.i.r\] \[\text{Q of } \$\] \[D_M\] \[S_{M2}\] \[i_2\] \[S_{M1}\] \[i_1\] B \[n.i.r\] \[\text{Q of } \$\] \[D_M\] \[S_{M2}\] \[i_2\] \[S_{M1}\] \[i_1\] (Choice C) \[\text{real int. rate}\] \[Q_{LF}\] \[S_{LF1}\] \[S_{LF2}\] \[D_{LF}\] \[r_1\] \[Q_{LF1}\] \[r_2\] \[Q_{LF2}\] C \[\text{real int. rate}\] \[Q_{LF}\] \[S_{LF1}\] \[S_{LF2}\] \[D_{LF}\] \[r_1\] \[Q_{LF1}\] \[r_2\] \[Q_{LF2}\] (Choice D) \[n.i.r\] \[\text{Q of } \$\] \[D_M\] \[S_M\] \[i_1\] \[S_{M2}\] \[i_2\] D \[n.i.r\] \[\text{Q of } \$\] \[D_M\] \[S_M\] \[i_1\] \[S_{M2}\] \[i_2\] (Choice E) \[\text{real int. rate}\] \[Q_{LF}\] \[S_{LF1}\] \[D_{LF2}\] \[D_{LF1}\] \[r_2\] \[r_1\] \[r_2\] \[r_1\] E \[\text{real int. rate}\] \[Q_{LF}\] \[S_{LF1}\] \[D_{LF2}\] \[D_{LF1}\] \[r_2\] \[r_1\] \[r_2\] \[r_1\]