The diagram below shows demand and supply curves for some perfectly competitive market.
![](data:image/png;base64, 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hJ5bMro/jDT41bVtAkk3PDnjzYj/ABwk9+qnhscZ+iq8o+Bv7NHw7/Z2TXj4E0FNIbW7s3V25YyP/sRKzcrGmW2p23Grfxe+MsXwivPB9tLoOo64/ijWYdCtP7PkhXyrmQOylxI6/JtRySM429KAPTKK840/4z2KePdP8G+INJ1DwrruqxyS6UNQ8p7fUxGN0qQzRO48xF+YxvsfbllVlBI9HoAKKK5/xr4n/wCEN8JavrjWMuox6bayXcltBIiO6IpY7WkZU6A9WFAHQUV5/wDDn4zeH/iV8H9K+JNpJJp3h2909tRdr0APaogbzVk2lhlCjg4z901znw7/AGjrD4j/AAKu/ipY+HdWsdDggu7mK01B4I7maG3d0kfCuVTmJ+GI+7QB7HRXivg39prS/FN58OIb/wAO6z4dj+INib7w/c3xgdJ8W4ufJfy5WaOTyfnww2nBGd3y17VQAUUUUAFFFFABRRRQAUUUUAFcv8Uf+SZeL/8AsD3n/ol66iuX+KP/ACTPxd/2CLz/ANEvQB4j/wAE3f8AkyX4Xf8AXnc/+lk9fS1fNH/BNv8A5Ml+F3/Xnc/+lk9fS9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHAXN54o/4XjptrHHIfBJ8O3UtxJ5a+X9vFzbiIb+ufKM3y9Otd/XAXXinW4/jjpnhlLLPhufw5d6jLeCFvlukureNE8z7oykkh29TjPau/oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr51+LxPiv9rr4F+HEYPDotrrPiq8iz/chSztz/AN93T/lX0VXF638HfAviPxJ/wkOq+D9F1HXvK8n+1Lmxie5Cf3PMI3Y9s0AeQftBTj4kfG34N+BvD8n2nWfD3iWPxdrdxAdy6ZYwW1wirMR9w3DzKiL1OHONqkj1L40+LJvBPgW41W38S6f4TkjniT+09T0afVYUy2NvkQyxOS3TO/iun8OeEND8H2klroOjafolq7eY8GnWqW6O/wDeIQDJ962qAPnj4H/GO/8AHHjY6bcfFDw74uj+zSzf2dpXgi/0ibgr8/nz3cqbVz93bk7utd98d7jz/BVr4fQ/vfE2p2eieWOrwzSj7T+Vslw3/Aa9JrnfEHgTw94q1HTL/WNGsNTvdMl8+xnu4Fke2fGN8RP3GwxGR60AfLXwWmng8QfEf4QzRNBovgrxlfa7fYQrEumTsupWNsrdPnmuHJX/AJ528in74rj9L1i78L/8ElLQ25Lanrfh/wCwwc/M82o3hiX8f9JzX2xqHgzQdVttWhu9GsLqLWCn9orJbIftm1Qg87j58KoX5uwxWDcfAz4d3fhe08NS+BvD0vhy0k8630l9MhNpC/HKRbdgPA7UAeINoI+HP7VPwa8MG7m8bKvh7UorZdQSJZfDUMEMSLcxLAiIEm/49yzoX7B8blP1ZXO+HPAvh3whLcyaHoWnaRLc7fPksrVInmx03sFy2O2a6KgAooooAKKKKACiiigAooooAK5f4o/8k08Xf9ge8/8ARL11Fcv8Uf8Akmni7/sD3n/ol6APEf8Agm7/AMmS/C7/AK87n/0snr6Wr5Q/4J3eMvD+l/sYfDK2vdd0y0uEs7jfFNdxo4/0ubqC1fRv/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQB0VFc7/wALD8K/9DPo/wD4Hw//ABVH/Cw/Cv8A0M+j/wDgfD/8VQBiXXj+7g+Num+CBZxmyu/Dt1rJvNx3rJFc28ITHTBExP8AwGu9rzCf45+GIfipZeE/7R0xludFn1Qar/aEWxPLnhi8nHq3m7uv8B4rrf8AhYfhX/oZdH/8D4v/AIqgDoqK53/hYfhX/oZ9H/8AA+H/AOKo/wCFh+Ff+hn0f/wPh/8AiqAOiornf+Fh+Ff+hn0f/wAD4f8A4qj/AIWH4V/6GfR//A+H/wCKoA6Kiud/4WH4V/6GfR//AAPh/wDiqP8AhYfhX/oZ9H/8D4f/AIqgDoqK53/hYfhX/oZ9H/8AA+H/AOKo/wCFh+Ff+hn0f/wPh/8AiqAOiornf+Fh+Ff+hn0f/wAD4f8A4qj/AIWH4V/6GfR//A+H/wCKoA6Kiud/4WH4V/6GfR//AAPh/wDiqP8AhYfhX/oZ9H/8D4f/AIqgDoqK53/hYfhX/oZ9H/8AA+H/AOKo/wCFh+Ff+hn0f/wPh/8AiqAOiornf+Fh+Ff+hn0f/wAD4f8A4qj/AIWH4V/6GfR//A+H/wCKoA6Kiud/4WH4V/6GfR//AAPh/wDiqP8AhYfhX/oZ9H/8D4f/AIqgDoqK53/hYfhX/oZ9H/8AA+H/AOKo/wCFh+Ff+hn0f/wPh/8AiqAOiornf+Fh+Ff+hn0f/wAD4f8A4qj/AIWH4V/6GfR//A+H/wCKoA6Kiud/4WH4V/6GfR//AAPh/wDiqP8AhYfhX/oZ9H/8D4f/AIqgDoqK53/hYfhX/oZ9H/8AA+H/AOKo/wCFh+Ff+hn0f/wPh/8AiqAOiornf+Fh+Ff+hn0f/wAD4f8A4qj/AIWH4V/6GfR//A+H/wCKoA6Kiud/4WH4V/6GfR//AAPh/wDiqKAOiooooAKKKQ9KAFqlqenW+s6ddWF3GJ7S6ieCaIn76MMMPyNeN3eu3/xT+OnjTwNDrGoaLovhTRbGSWTSJzBcPf3nnMjlx2iihQqh+RmlbergAVq/stfFDU/i78EfD/iDXGiOuo9zp2pPAmxJbm1uJLeSRV/hDmLft7bsUAcL/wAO3f2bv+iXWH/gdef/AB6j/h25+zd/0S3T/wDwNvP/AI9X0tRQB80/8O3P2bv+iW6f/wCBt5/8eo/4dufs3f8ARLdP/wDA28/+PV9LUUAfNP8Aw7c/Zu/6Jbp//gbef/HqP+Hbn7N3/RLdP/8AA28/+PV9LUUAfNP/AA7c/Zu/6Jbp/wD4G3n/AMeo/wCHbn7N3/RLdP8A/A28/wDj1fS1FAHzT/w7c/Zu/wCiW6f/AOBt5/8AHqP+Hbn7N3/RLdP/APA28/8Aj1fS1FAHzT/w7c/Zu/6Jbp//AIG3n/x6j/h25+zd/wBEt0//AMDbz/49X0tRQB80/wDDtz9m7/olun/+Bt5/8eo/4dufs3f9Et0//wADbz/49X0tRQB80/8ADtz9m7/olun/APgbef8Ax6j/AIdufs3f9Et0/wD8Dbz/AOPV9LUUAfNP/Dtz9m7/AKJbp/8A4G3n/wAeo/4dufs3f9Et0/8A8Dbz/wCPV9LUUAfNP/Dtz9m7/olun/8Agbef/HqP+Hbn7N3/AES3T/8AwNvP/j1fS1FAHzT/AMO3P2bv+iW6f/4G3n/x6j/h25+zd/0S3T//AANvP/j1fS1FAHzT/wAO3P2bv+iW6f8A+Bt5/wDHqP8Ah25+zd/0S3T/APwNvP8A49X0tRQB80/8O3P2bv8Aolun/wDgbef/AB6j/h25+zd/0S3T/wDwNvP/AI9X0qeleFaz4y1j4l/tD3/w00jUZ9F8N+F9KttV8R3di+y7vJ7l3+zWaSdYU2RPI7phzuRVZOSQDn/+Hb37N3/RLNP/APA27/8Aj1H/AA7c/Zu/6Jbp/wD4G3n/AMerS+MOqX37P974G8RaDqOpXOh6h4jsfD+saNql/NeJJDeSeSlxE0zu6TRSFD8rbHQvlSdrD6DPSgD5q/4dufs3f9Et0/8A8Dbz/wCPUf8ADtz9m7/olun/APgbef8Ax6vpaigD5p/4dufs3f8ARLdP/wDA28/+PUf8O3P2bv8Aolun/wDgbef/AB6vpaigD5p/4dufs3f9Et0//wADbz/49R/w7c/Zu/6Jbp//AIG3n/x6vpaigD5p/wCHbn7N3/RLdP8A/A28/wDj1H/Dtz9m7/olun/+Bt5/8er6WooA+af+Hbn7N3/RLdP/APA28/8Aj1H/AA7c/Zu/6Jbp/wD4G3n/AMer6WooA+af+Hbn7N3/AES3T/8AwNvP/j1H/Dtz9m7/AKJbp/8A4G3n/wAer6WooA+af+Hbn7N3/RLdP/8AA28/+PUf8O3P2bv+iW6f/wCBt5/8er6WooA+af8Ah25+zd/0S3T/APwNvP8A49R/w7c/Zu/6Jbp//gbef/Hq+lqKAPmn/h25+zd/0S3T/wDwNvP/AI9R/wAO3P2bv+iW6f8A+Bt5/wDHq+lqKAPmn/h25+zd/wBEt0//AMDbz/49R/w7c/Zu/wCiW6f/AOBt5/8AHq+lqKAPmn/h25+zd/0S3T//AANvP/j1H/Dtz9m7/olun/8Agbef/Hq+lqKAPmn/AIdufs3f9Et0/wD8Dbz/AOPUf8O3P2bv+iW6f/4G3n/x6vpaigD5p/4dufs3f9Et0/8A8Dbz/wCPUf8ADtz9m7/olun/APgbef8Ax6vpaigD5p/4dufs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FIGURE 16-2
Refer to Figure 16-2. Suppose the marginal benefit curve (MB) includes all social benefits and there are no externalities in production. In this case, ________ for allocative efficiency.
◦ the price P
1 is appropriate but the quantity Q
1 is too low
◦ the price P
1 is appropriate but the quantity Q
1 is too high
◦ the price P
1 is too low but the quantity Q
1 is appropriate
◦ the price P
1 is too high but the quantity Q
1 is appropriate
◦ P
1 and Q
1 are appropriate