Question 1
Refer to the information provided in Figure 13.1 below to answer the question that follows.
![](data:image/png;base64, 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AooooAKKKKACiiigDn9b/wCRk8O/9dpv/RLV0Fc/rf8AyMnh3/rtN/6JaugoAz9Z0Ww8Q6Zc6dqdjbalp9ynlzWt3EJYpF9GRuCK+b/GNnp8PxP8dvrvwBu/iJC9xbtZ6xZ6Dpsu9PscIaMy3NwryYYfeVVUfd6qSfcfit/aJ+GfiwaTb3d3qh0q6FrBYSbLiSXym2CJ/wCF8/dPY4r53+H9j4v+DV/fy+Cf2d9f0jR7q0JudKXxTp8sU1yrZSYK902HILh2HL/JnO2gD6g8KlG8L6QY7E6Yn2OHbYt1txsH7v8A4D938K5iw/5Lprv/AGLdh/6U3ldT4evrnUvD+m3l7bfZLye2jlnt8Y8p2QFk59DxXLWH/JdNd/7Fuw/9KbygDvqp3t7Bp1pPdXU8dvbW6NLLPKwREQDJZmPQAd6L6+t9Ns57q7njt7W3VpZZ5WCJGgGSzMegA71+cnxS+KHjH/go/wDEu9+FHwnu59E+DOlyhfE/jFQwXUMH/VxeqHHyJ/H99sLQAvxU+KHjD/go/wDEm7+E3wou7jRPgvpUyr4n8YKpC6gob/Vx+qHHyJ/H99sIK+7vhD8IvC3wM8Bab4Q8IaammaPYptVRy8r/AMUkjfxu3UtSfCL4R+Ffgb4C0zwh4Q05NL0axTaFXmSV/wCKSVv43bqW/pXc0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGd4g/5AWpf9e0v/oBoo8Qf8gLUv8Ar2l/9ANFAFHwB/yIvhz/ALBtt/6KWt+sDwB/yIvhz/sG23/opa36ACiiigArgtB/5Lf4z/7Aej/+jtQrva8w1MeIvDfxR1zWLHwpe+INO1HSrC2SWyu7aLZLDLdlwVmlQ9Jk5HvQB6fRXBf8J94q/wCiZ61/4MdP/wDkij/hPvFX/RM9a/8ABjp//wAkUAd7RXBf8J94q/6JnrX/AIMdP/8Akij/AIT7xV/0TPWv/Bjp/wD8kUAd7RXBf8J94q/6JnrX/gx0/wD+SKP+E+8Vf9Ez1r/wY6f/APJFAHe0VwX/AAn3ir/ometf+DHT/wD5Io/4T7xV/wBEz1r/AMGOn/8AyRQB3tFcF/wn3ir/AKJnrX/gx0//AOSKP+E+8Vf9Ez1r/wAGOn//ACRQB3tfBPxq/wCUu3wB/wCxXvv/AEn1Ovrn/hPvFX/RM9a/8GOn/wDyRXivi34P6n4t/ad8FfGqfwd4ot9Z8L6dNpsGmR32l/Z5kkS4Qs5+0Zz/AKS3T+6KAPqeiuC/4T7xV/0TPWv/AAY6f/8AJFH/AAn3ir/ometf+DHT/wD5IoA72iuC/wCE+8Vf9Ez1r/wY6f8A/JFH/CfeKv8Aometf+DHT/8A5IoA72iuC/4T7xV/0TPWv/Bjp/8A8kUf8J94q/6JnrX/AIMdP/8AkigDvaK4L/hPvFX/AETPWv8AwY6f/wDJFH/CfeKv+iZ61/4MdP8A/kigDvaK4L/hPvFX/RM9a/8ABjp//wAkUf8ACfeKv+iZ61/4MdP/APkigDvaK4L/AIT7xV/0TPWv/Bjp/wD8kVo+HfE2uaxfmC/8IaloUGwt9ruru0lTP93EUrtn8McUAXNb/wCRk8O/9dpv/RLV0Fc/rf8AyMnh3/rtN/6JaugoAKKKKACvOReQaV8ZvEd3dTx29rB4ZsZZZ5WCLGgub0lmJ6ACvRq+Hv26/gP8Zvjj8QdG0PwZvs/htq2nQ23ie60+7hS7kSKeV/J2SOm4ETbgucEr83TBAPOvij8UPGP/AAUg+Jd78KPhRdz6J8GNLlC+J/GChgNQwf8AVxeqHHyJ/H99sLX3b8IvhH4V+BvgLTPCHhDTk0vRrFNoVeZJX/iklb+N26lv6Vwfwi8Pf8KN8B6b4P8ACHwj1fTNFsUACDUNPMkz/wAckrfaPndjyW/pgV3H/CfeKv8Aometf+DHT/8A5IoA72iuC/4T7xV/0TPWv/Bjp/8A8kUf8J94q/6JnrX/AIMdP/8AkigDvaK4L/hPvFX/AETPWv8AwY6f/wDJFH/CfeKv+iZ61/4MdP8A/kigDvaK4L/hPvFX/RM9a/8ABjp//wAkUf8ACfeKv+iZ61/4MdP/APkigDvaK4L/AIT7xV/0TPWv/Bjp/wD8kUf8J94q/wCiZ61/4MdP/wDkigDvaK4L/hPvFX/RM9a/8GOn/wDyRR/wn3ir/ometf8Agx0//wCSKAO9orgv+E+8Vf8ARM9a/wDBjp//AMkUf8J94q/6JnrX/gx0/wD+SKAO9orgv+E+8Vf9Ez1r/wAGOn//ACRR/wAJ94q/6JnrX/gx0/8A+SKAO9orgv8AhPvFX/RM9a/8GOn/APyRR/wn3ir/AKJnrX/gx0//AOSKAO9orgv+E+8Vf9Ez1r/wY6f/APJFH/CfeKv+iZ61/wCDHT//AJIoA72iuC/4T7xV/wBEz1r/AMGOn/8AyRR/wn3ir/ometf+DHT/AP5IoA72iuC/4T7xV/0TPWv/AAY6f/8AJFXdD8V67q2qR21/4I1LRbYg5vLm7s5UXjjiOZn56fdoA3/EH/IC1L/r2l/9ANFHiD/kBal/17S/+gGigCj4A/5EXw5/2Dbb/wBFLW/WB4A/5EXw5/2Dbb/0Utb9ABRRRQAUUUUAFFFFABXmf7Qnj7V/hZ8K9W8T6HFZTXthJb/ur+N3idZJ0jP3HUg/PnPtXplcH8a/h0/xa+FviPwlFf8A9mXGo2223vDHvWGZHV4nZf4gHRcjuKAE8aeI9e8N6z4MiguNN+x6jfvaalJNayM4RLOe5Lw4l4/499uG3ffzzjDReHPjj4G8Xz29toviW0vZ7vT31O0YK+y4tk2h5I2KgSBN6bgpJXcucZqDT9I8Z+IL7Rb/AMUWOiafNookuILXS7+a4S6vGheFXZ3hQxxhJJfl2ufnBz8nzedfDv4FeMvBVt8G0nGh3T+CNC1DSrzyr6ZfPknSFUaP/R/u/uRnOMbv4tvIB2PhP466RcXvgPQL/U49d1vxLos2rw6tolhMmmzRxvAjOuWcoGa4TG5jgA7mGV3d34W8aaL4zhlm0e++2xIqPuEborI43JIm5RvRxyrrlT2NeJeAPgV4z8EWvwjdX0G6uvCvhjUPDGoq11MY3E7WbpPF+5y+Gs+Y22ff+9xXY/AX4Uav8KYNZtJ7hbPQZ/s503w7BfzX1vpbIhEy28kyh0hdyNkP3UC8Y3bVAOug+KXha61qPSYtaha9mlnhgXY2yeWHPnRRPt2SSJtbciEsMNkfKa5T4GfETUPi9pE3i37Z5eiXMlzbwaQ+nyRPB5VzJGknnPjeWRAWXbgFuCMc8h4W/Z517SNA8AeGL+9srjSvBXiGbW7PU45n+13qf6T5MUibMRn/AEnbI4d9wT7vz/J3vwL+H2seAPhPZ+Ftfe0+2wSXWZdMuHlQpNPJKCrOiEEeZjp/DQBu6f8AFPwrq2qR6fa61FNcyxzSwKqPtukibbMYH27Zth4byy23vUEPxg8IXdnpN1a61FeQ6tpsusacYI3f7XaxqrPJHhfmwHTjr8y+teafD34Aa7oNn8IdH1i9sJLD4ZmZbK/s3f7RqQ+xy2cO9CgEX7qYu+HfLovasj4ZfAPx14UPwvstXk0A6b4J0PUPD3n2d3NJNdxTJbpFcbGhVUO23+aPcfvcP2oA9E8OftIeCPEHhbwzrbX9zpq+ItOOpWFndWU32iWNYkkcKiod5UOPubs/w5rodE+LfhHxD/Yx0vXrbUV1qxm1LTmtiZPtUEJVZnTA52F0Vl6gsBivnfTtF8UfC3xZ+zb4RuoPD914g0bR9T0ry/7VljhuIY7a2jEys1uXV22Z2bD6b6720+BOv+BvEfgHV/C0mlX8ukPr39pQ38slqjnVLmK7llh2I/3JYtojbqjffBG6gDtLP49eEtS8WeEtC066udTfxPptxqunXtpbSSW7wwyQxks4XjJuF9htO7bxn0uvnT4XfAvxf8Pp/hBNPLot2/hTQtS8PamI7qZQ0dzLaSLPD+65YfZMFG2/f+/xX0XQAUUUUAFFFFABRRRQAUUUUAc/rf8AyMnh3/rtN/6Jaugrn9b/AORk8O/9dpv/AES1dBQAUUUUAFFFFABRRRQAV538evHup/C34NeM/GOkR2lxe6BpdxqaQXyO0c3koXKHYykZ24z29DXolch8V/AVv8Uvhj4r8HXVw1pb6/pVzpjXEa7mi86Jk3gd8bs49qAMzxX4k8TaLZ+Dvss2lNNqOoQ2moST2khTY0buzxKsvyn5OhLfe9uV8PfHHwN4o1Sw07SfElreXeoi4a0CK4WcwMwmRHK7S6bTuTO4AZxtrN8OeHfHWrr4YTxfDods+gv9pebSr2af+0bgQPCGKPCnkp+9L7cyHIUZ43HhvB3wN8ZeHrX4XRXH9hu3hXxDrGsXnlX0x8yO8F5sSLNvyV+2c7tv3P8Aa4AOs0D49aTD/wAITp2o6pF4i1HxVc38VnqOgadMtkVgeTqCzspUKqN8x+ZWPC132geNtE8WXF3DpF8L2S2CyOwR1RlZnVXR2G10LRONyZHymvFPBXwM8ZeE4fhhO50SW+8L6rrM97CLyby5ba+eZw0T+Tnenmr8hUA4PzCuo+B3wj1v4Zazrks91BYaDfwwtF4csbya5s7a9DzG4nt/OUNBHLvj/cLlFKkjrQB3DfFDwtDr0ejPrEK30t2dPjyG8p7oJvNusuNhm2hj5ed/B4rkPg58SL/4t6prus2979k0PTtS1DRl0h9NlRy9tdPbifz325LGGUlFHyh0Bwyndytr+z1rcWi23hG4vrKTw7Z+Nz4vt9VEj/bth1B9Q8hk2Y3+c7R+Zv5j/hzxXefBDwPrfgDw5rWna4LAzXniDVtZhfT7h5l8u8v5roK2+NMMnnbO+duaANuD4n+F7vXItIh1qF76eaa2txtbZPNDnzoYpMbJJE2tuRCWXY2R8pqOx+LHhPVItEktdbhuI9be5TTmRHP2l4A5mROPvIIpcr1+Q15V4X/Z31vStF8DeFtQ1Czn0Twd4ml8QWmqRSv9suk3XLwxPHs2o+bnDvvbeEb5fn+Sp4G+Bnjrw5q/w9hum0B9H8HeIdW1BJ4rqb7ReW14l2qHZ5OI5E+1jKbirbPvCgDvPC/7SHgjxR4b0DWhfXWmwa9LPDp0F7ZTJNcPCHdlRQp3HZGzYXOcY68V0GgfGHwb4mTQpNL163vk1t7iLTzGHzcPACZkxt4dNj7kbBG08V87X3hzxL8Iv+GePC92mhXeq6b4u1CKz3anJDFd276bqWHcmFmjfEo+QK43YG75uPQrr4Fa94f1bwl4i8NnSr3WLHxNqXiDVLO+nktreb7dDJHKsTpE5Bj3pjKfPsYnazUAdjP+0B4SGt+ELCznudTHii4vLayuLK1kkjV7beJt/wAuV2ujJ06g5wBmvTa+cvBnwL8Y+Ef+FcTvLol3eeGtc1y8u4xdTIk1tqMtxKHRvKYiRDMBsPBwfnr6NoAKKKKACiiigAooooAKKKKAM7xB/wAgLUv+vaX/ANANFHiD/kBal/17S/8AoBooAo+AP+RF8Of9g22/9FLW/Xk/gb42eC4fBHh9H1nDJp9uCPss3Xyl/wBitr/hevgf/oOf+Sk//wARQB31FcD/AML18D/9Bz/yUn/+Io/4Xr4H/wCg5/5KT/8AxFAHfUVwP/C9fA//AEHP/JSf/wCIo/4Xr4H/AOg5/wCSk/8A8RQB31FcD/wvXwP/ANBz/wAlJ/8A4ij/AIXr4H/6Dn/kpP8A/EUAd9RXA/8AC9fA/wD0HP8AyUn/APiKP+F6+B/+g5/5KT//ABFAHfUVwP8AwvXwP/0HP/JSf/4ij/hevgf/AKDn/kpP/wDEUAd9RXA/8L18D/8AQc/8lJ//AIij/hevgf8A6Dn/AJKT/wDxFAHfUVwP/C9fA/8A0HP/ACUn/wDiKP8Ahevgf/oOf+Sk/wD8RQB31FcD/wAL18D/APQc/wDJSf8A+Io/4Xr4H/6Dn/kpP/8AEUAdrJZW88yTSQRvKn3HZAWH0NWa4H/hevgf/oOf+Sk//wARR/wvXwP/ANBz/wAlJ/8A4igDvqK4H/hevgf/AKDn/kpP/wDEUf8AC9fA/wD0HP8AyUn/APiKAO+orgf+F6+B/wDoOf8AkpP/APEUf8L18D/9Bz/yUn/+IoA76iuB/wCF6+B/+g5/5KT/APxFH/C9fA//AEHP/JSf/wCIoA76iuB/4Xr4H/6Dn/kpP/8AEUf8L18D/wDQc/8AJSf/AOIoA76iuB/4Xr4H/wCg5/5KT/8AxFH/AAvXwP8A9Bz/AMlJ/wD4igDe1v8A5GTw7/12m/8ARLV0FeUaz8bPBbeIvD7DWchJZsn7LN/zxb/YrZ/4Xr4H/wCg5/5KT/8AxFAHfUVwP/C9fA//AEHP/JSf/wCIo/4Xr4H/AOg5/wCSk/8A8RQB31FcD/wvXwP/ANBz/wAlJ/8A4ij/AIXr4H/6Dn/kpP8A/EUAd9RXA/8AC9fA/wD0HP8AyUn/APiKP+F6+B/+g5/5KT//ABFAHfUVwP8AwvXwP/0HP/JSf/4ij/hevgf/AKDn/kpP/wDEUAd9RXA/8L18D/8AQc/8lJ//AIij/hevgf8A6Dn/AJKT/wDxFAHfUVwP/C9fA/8A0HP/ACUn/wDiKP8Ahevgf/oOf+Sk/wD8RQB31FcD/wAL18D/APQc/wDJSf8A+Io/4Xr4H/6Dn/kpP/8AEUAd9RXA/wDC9fA//Qc/8lJ//iKP+F6+B/8AoOf+Sk//AMRQB2s1nb3Lo8sEcrp9xnQEj6VZrgf+F6+B/wDoOf8AkpP/APEUf8L18D/9Bz/yUn/+IoA76iuB/wCF6+B/+g5/5KT/APxFH/C9fA//AEHP/JSf/wCIoA76iuB/4Xr4H/6Dn/kpP/8AEUf8L18D/wDQc/8AJSf/AOIoA76iuB/4Xr4H/wCg5/5KT/8AxFH/AAvXwP8A9Bz/AMlJ/wD4igDvqK4H/hevgf8A6Dn/AJKT/wDxFH/C9fA//Qc/8lJ//iKAO+orgf8Ahevgf/oOf+Sk/wD8RR/wvXwP/wBBz/yUn/8AiKAOt8Qf8gLUv+vaX/0A0Vwuu/G/wS+iaio1rJNvIB/ok390/wCxRQB//9k=)
![](data:image/png;base64, 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)
Refer to Figure 13.1. The demand curve facing an electric company is most likely represented by
◦ Panel A.
◦ Panel B.
◦ Panel C.
◦ Panel D.
Question 2
Refer to the information provided in Figure 13.1 below to answer the question that follows.
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
Refer to Figure 13.1. The demand curve facing Microsoft is most likely represented by
◦ Panel A.
◦ Panel B.
◦ Panel C.
◦ Panel D.