Exercise: Summarizing sources (MLA)

Read each of the following passages. Then decide which of the two summaries is accurate and complete in MLA style.

Click Submit after each question to see feedback and to record your answer. If your instructor has assigned this exercise set, you must answer every question before your answers will be submitted to the gradebook.

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Question

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1RryCj1PVT62tN2R3hcVvDQBXZyjGTdDRGH4+r35sxg8zvhii2zuRUbpVsDTXtfb+I9vSl/oXxubzVCOm11ql3vGa1iKMxDlrK2B+zTRK0lWNu8rCIwW+TE/oEd0eDiJbDWrSpDo6yfgkpvoRfVk4xZcK21ROXZ2xswd7Fb3ycITQoGvix43KVEYOsl6nibv0mNmhUzl0ZFWDEkILGfvv/KeLmiRv/lAL61pp4grEN1cJ+tVtj3FPfLfhf8ULgbZB+IdLI3hteDCH+9hZHEgA6z3L5u6z0aPVVu4f+Rc5lOEkQtr0DYJuEBe9t2jWC8rtSvfl/WyYTCsnM/7vbD+bPOTCDGvPAPDMakr6mfShY4wqzQa/3DV40Sbro3mmODd9jfNnM9RlcXBGvZRF19quvqAWyd0UdT8EzSzc2EOC3fYOAxfp2V7VJdvYMB30K3KcU6P5tR5Z1kYpM34Lnxn7ZwGgUB4mEcfbyBhuOOKZx96FY3LugKwMU/QTMPZ4uc5PO0oNzJx93t/URHUNOFqc23OLm7pjybwcABe5iybxdmpRtalSPw4YK9tjtAeFH4wzl+IVZ08h7lI+5dWu8DtRhfmHfOuRTnj2HuFgpjhoH17TipyQbTgezdP0m5GsRf2aafg73pEMGFZYVB0Wcj+JchriiX5r3oiQU4CixsznRqyCfDWivBSa8LtON7LWTdPJWxomcX4W+0tgZ1jB0BRiPEmyB5VsijjZ1TUWKg09VKLz/bLBQehmn81sBEPtUWuoszh/m9oC4M4sIESDxmkuJljPQJuy98D1fEHoAgzZaSe7PggKk0HCUcKMuBKyxjGvJoLJrnGrlovrrr4e0+oUZxmMXE3hBF6nWTeuW7qdD6ez7FTrxgdpZV9xybT986PytKZkpCD2XM7P8p7aeXRrOc2TcN8BwyiwXLo4FS1/AkuQp1mxPjnu5R3A5kwdap4COROf7hxBZv9HFVI4T7/dYXeOo2ujfBKjHD3e2xFPQIJ9EbNxyiuWZQ61ZWnIehzXqs8TRkb/07jkYGOtxJJl6XwmWybJ/0ExTEOlY26XdMUJLz7+l9n9fssvdGZja+UPJhYW7LBQGx98gLlPY8EmJNyuibNOYCNNNwfReH2PYrmGT2Vl3S0pdqGM5B4/GimtalTZZBZ+WVoKiV5kgfZ5l5UC1yfT1ilJSC/dezHv60wLegsMnieUYQ9+Cr/Fmg9bIX7KgmlrjlT8PZh+lqe/eqUvtSCOAKLT2ldejIL5JtseAFXKJwd7oYUIhnWx7LSBoKh9oh1cnKuZRNE2l8RRqroPWo5Aranm2vL4ChGahz5SWqJYfZh4h2EQDiZ6mfC4xZQHKHyY9zrXL7/lcjLWKAidfmfer8E9uzJ1t3VRNBPI7EwsZM6NYikhdF92UkTw3gl54Z9+IavTDSkSk79XSDrS3uCsvDMA8EaN5yzzGXAd+D5LMBW842ujy2waAyYdLuyjXG0Kf1ibSrhOhGuizlbW54M1QqPTE+mXHngbFQRFBiEXZbDSQAboC/HV6kVGDwWi0UTpEa6N6ZWvWYPFpyp9Do5AirHGMl0/1NSh77i/B9EvIaKnnHUrKmZ3GbRFkYgwLZ6Guka68B40QAeSTZESDOCocMB2uHRNxqehJoObSkElEaEkpVOEdpeZf7vWPR3pE+MTmz+zbWhEwM0PuJlNOdrlmNXJ+S/cj0TGJBCu2fCAJQpg43dqvuB70/0JNWwUPOTn2nomdb4YhQMxZ8fFBOxXUhRfhRriFiYuQjPmF7OBnRkU4x1+k0Vs9JnGWwQJrguD9tdM70P4Xh+jmREKJlhdGCTQur1+Vtr+l10ik03xerVM4kcGtp1h94iGNWOnsiyQEMsetsoJmmUWroj3+Ccp1M8QtzLP07sggeeHmDrZo9FB2s4zejZmH4pNsKuMqChhy3EzQzPDt8siPYl2Bby7lNdA6c4aQmMERAJ26cGf8ZOgmvZg4oPqYsN2dtWxtx39IQDPTg0tw3oFqCwjSZQ+2pBO7S5MlaTfoLo/HSZwaz7wSklEvTSWYd7d7xeTiavd1vzYXx5jnBtZ7bw3OiM/mwv1B9cFBVkuX2X3hUtrBUVPiwtxSgzoruOtMbGj0Y3zWMjFkhRDjAwGy1g2r06XrS9fPrqzWN6pn9OEtPGbd1rBqrHZFEUazM6V4CO0czQ8Og5c/97kMeN/KsIgYqQQrNQthoTGb7E6Pgbqx6ITgDCt5NoiaBeHzam1wV1HOlbU1cqu7xf04Li/scLtSHC6Vjvh48buYQ8Zwm4Bxx7kTUNZAGrJ7D14rJj5hVA1a1NhSRy4Dqucx4A8nqkyeYyibHyqsHyUkYdIh0R+ZZwG4kXCTqvE62AnlmAyoq/TDawv6Z2bbqadCwsUTiwzrIz5UuBtJisFDAZ7cCC40cFDnloi39j+bsoQTpVo7gGcR/bSa94um8RRRKk37gjpqgXtfMHMCscd4dYNUvRsuvabSNt4Pwha4ulWnUh3GiEklqVjK1im4Yrwce1B/3//GDOeIsKwNS+xk4nHxDR1Pf+niKNhp1Kqfq7NSG4leBYLThO1zpBTflX/EwBqk3ndzXX1jErBEFa+pKrD9K4J1hn

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Question

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