Exercise: Regular and irregular verbs

In each of the following items, select the sentence that does not contain any errors in verb form.

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

Question

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8 of 10

Question

fj31WJRrvg2gsoqXB1H20gDsNwBKsVogWDE7quLKsOfHSDArlqg5Sfr4oyW+aQ/qC9zdN7YqCOohpx68MTKfu03apdIje7Hy2x54YltnzHMwujhZPCdZRdmnhxeNAUMmrqfhVar2WkRUwmQqvdcFf5UiR4sR9JHOC4WyhvqeS5+pe2Tbbwfk1CH83xy/mgGUsplczVO0P1AFzvlg5KZwU4+WKoSbwjwpfdF9aJxIdCfia6na5Ap9wXhZBMARMGdbYDHZOf0Hp0UmHYvZE5iTiiMz+27Mawj4HhS85axdfUM67fbAFOjS9vvjKKF+Gl+99HipIlwk5KkEwIXwZ+zpk5B0pj9wMH4tSeELy0k7xJoByudElBWhAy3oRHRV+8JF6cNShsAyULNH0F7JbK3UtAiUyWtIV7CR0NeCdoKLUfzotDsW1HUONYl/5d28/DOcPlvGJ3TvHSiNG5cLr/l5dB62ficw16DPdBzB+g2Rl0+9FAbCLesSmjQwmM/SMrqhfgPPUZ2ftKzeWVJjCSx7d9sphWxewgmbnlRNSumgxBcp/ETKfx1Jsd6uavfgxx4k9P0eSc2CBxkPkkll6Z02XOPs03eRhVVeM+cgYipc3jvCgVKOP3bLlktDTj6j3BWlbJgwKKl3QzxsxX4bh/0lGej8gzFFFVcP7RbkqLeRtChxC0R5hF96WQ0m04jmxOAISvRXiMZjgQUISPDSi/44cjywmHdWawb2QHAOFVXQx9GoDeTHDKqng4THggur8J/e6xpO1dVjEgPEvY/7t13XNd/Crqvsbsg1fvW6EgKnWW1zXar2NdX2YZgYseOqyo4SppWl+N01uKbHN8VCFIWtQa5B+HQPt4TNlKLlRHo6Cf7gJdb3+OoARgll4kiJ4GZM7YOMp1eodk42bvXN2deC6+uZ62+blOa7J881wAzRmG6YyiYID9an1fCxqMefjK/17QbY6kk2pcku0EUqJuFR2wKsNSUb2ekHe8Lz6qAoTz13wE65m60ld+KBzd8eyMFAvLbnlNOF0Atlh1EyGSq1p0MViGVPdVXpfX3KDbX42t9QsVwUQ9nGUjbaLkMVyS0kqG6xKK896PZXqnS5NUie0Y8Ho0IJBFANaim2I2h3BR0aZzbg7nUZVdXgl5SJyWLiCUuuYRKcWQcu2h9PGFd5h7jhXx4ia903/ZcPggZzhqAr+Exet7SwD/nooqv3M7fWtRFZVXCBqkRvn51B5znaeyiS2k91dIy8ilabAUxK0oRsegpahm52bccuCKA76HrLgSGeJf0auGf0s6uogOEpaRg9qFvflT4ejCbOvjExngm666lSGCZcGqTsjH21eUmU+7YQa9OfNuWTJwuEV7UNSzBKKubb14uyvt79+PXRpz+c0D2JlU19tHlO9hn0aBZ3hs/+zQ==

9 of 10

Question

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

10 of 10

Question

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