Exercise: Identifying subjects and predicates

Select the item that correctly identifies the complete subject, shown in boldface, and the complete predicate, shown in italics, in each of the following sentences taken from an essay by George Orwell.

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.

1 of 10

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3 of 10

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

7 of 10

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

8 of 10

Question

WwzDV768D3j2Bv8K2Bi4uo26/Lhu901aaPHSVvA4t+NmRIcY2EzDx79vEoXk6AczwAG/LSGCK4aGPOSRb+ZVdeHmOnSkyHWWKnyrAwKSqxnzoxhPHhyYgxP6guMqfAi74h59UOxYYoclsEZsN5LCwrvVlesqr6BkYdlTKf9bXobgHuQOiqtPUge3Ti+G0ogSCoeIEhrdApwhdIFxwvOJnheKn1h+kcvh9Uf9nua8a4vIXO3Gu7pbguccMbUxtKN3APjkAgYJgVzot8ky3bpsFnwxkRZyp5eXN1n0DXfkYDk7PHOHhfbrliMWXo7/xweCig3at6AmwILwLwIO9o7t9HtmSXxdJ0xGYjsjLghw2LgHtBS6IJcGUbvkA6sUXkegQizpZC6k9zqWR+jqWo6vYxJu+3T8pLwgkFARgzFYFTE4E487xySi5krlKs7pBwe36uicZ9+dSApZwKa/SUileH3tLyM5TE50Nz7ePnSKdHaOLt/P47/pAHeBo/h+UgArNFF5y8hZ22nsunLRX0lKFXYJsubHS2TmXlXebo8GQlI+wKE6KiIcnkN2zrMz2fDSUIzvE4hyfwyy5LQQIclZoD9E3dSS1CviGmt+oCQVZWgSI3D0Ihz5QvpJXBNN+h56kJlov9wOT5UySjzowV9yNctrc2FOhPPiEJW83p/N4kd06GFOIVvUl08UwOjtG3PetOXzXoWUd/cAuXvjsql4sNXS7Ub7j/ggWsLC2FZRBJLUHZk8j9WMPoOFlRkGXNjg0jL6XhfDCJe4F8jJRhEnb9VerBYdtwRM4oHPsq/ZlBbTrUrXd2eHPNdwJ4cgE92f4TmCj7besRrfGtAaWeY9YjoBkSArFV/rqEd5KcpRIMgihRO3ziEqHpy8naWE3xZ21HOj+ixJHOdqQ5IjaNKZdEp1D9WX7BklBSaGDhwssoB5GfCiUGRHrQDej+Kltng3SuBibQwcDg3FTOJmKvKh6LkzI72St5TJjCksdAxbzMAdco/ltc0y31mBkM7NzQFr57PbIC8gRw4BVwTRUA4L/cQXk766HTJjABGr0fvor3GqIWsPlhLOj3D3ncMbBhv68eg3DYA9BN0TKZJYP+TEjegJuUx8mCFU9q02HVvg8i47VZQ7fg283/zC+aTMSvvjgdPvRSjD1F7FGG8TiMUy5LhTeiyy3BjCZpjCz272ij6iNDjjInpebrhljYvZHiPeQtk6D5tp1wJ3ZLYh9L6yTdWoKND6Bxw+/P3gqpkxzEj2If6O

9 of 10

Question

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

10 of 10

Question

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